<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-2985186542448151131</atom:id><lastBuildDate>Mon, 18 May 2026 10:33:26 +0000</lastBuildDate><category>Stadsbyggnad</category><category>Västtrafik</category><category>Biljettsystem</category><category>Järnväg</category><category>SJ</category><category>Spårvagnar</category><category>Veolia</category><title>Mina små funderingar</title><description>I bland förstår man inte riktigt hur saker i världen hänger ihop.</description><link>http://sma-funderingar.blogspot.com/</link><managingEditor>noreply@blogger.com (Unknown)</managingEditor><generator>Blogger</generator><openSearch:totalResults>35</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-8067648341181056488</guid><pubDate>Sun, 26 Apr 2026 05:49:00 +0000</pubDate><atom:updated>2026-04-27T12:19:01.344+02:00</atom:updated><title>Spårvagnsstaden Göteborg</title><description>&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;När jag tittade på &lt;a href=&quot;https://sma-funderingar.blogspot.com/2026/04/attakilometersstaden-2025.html&quot;&gt;Åttakilometersstaden&lt;/a&gt; så konstaterade jag att spårvagnarna snart inte kommer räcka för transporterna inom Göteborg. Nu tänkte jag göra en mer grundlig genomgång av hur Spårvagnsstaden Göteborg utvecklar sig. Ett första försök gjorde jag genom att helt enkelt filtrera ut de DeSo-områden som har sin centrumpunkt inom 500m från en hållplats. Som man kan se på kartan kanske det inte är den absolut bästa metoden då vissa DeSo är väldigt stora och bara för centrumpunkten är nära en hållplats så är inte de bortre delarna det men det borde kompenseras hyfsat av det motsatta, att områden nära hållplatser inte kommer med för att centrumpunkterna ligger långt borta.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Ett första resultat gav att vid 2024 års utgång bodde 298 761 personer i områden nära en hållplats och det gick upp till 305 020 personer vid 2025 års utgång. Det är en ökning på hela 6 259 invånare, dvs mer än hela Åttakilometersstaden. Det har en naturligare förklaring än man ser vid första anblicken och det är att spårvägen till Lindholmen öppnade i december 2025 och utökade Spårvagnsstaden med ca 2½km² till 56,10km² vilket ger en täthet på 5 437 invånare per km². Om vi istället jämför befolkningen i 2025 års stads yta så är ökningen mer blygsamma 1 863 invånare eller ca 44% av hela befolkningsökningen trots att befolkningen är ca 60% av Åttakilometersstadens. Här tycker jag nog att vi skulle kunna inrikta byggplanerna så att befintlig infrastruktur nyttjas bättre.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCzF2EnO0ARlgdjGmdrMH1Gx4psmfyxKwPC4dqKuxtK0xlqo3Zcy2ZiRemgMYN6AhgLYJ4hnysglJDvV9F48h5tOF1duO5H44edWzV7OArm-mcd_xGfnj0KrwOJWjnAU1Mcd-AvBRcwPen8rdNMzShRlKKD0F4MER0_jipZxtyH01kJlB-S-JW6sW2Yo0/s2769/Sp%C3%A5rvagnsstaden%202024%20DeSo.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;2769&quot; height=&quot;395&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCzF2EnO0ARlgdjGmdrMH1Gx4psmfyxKwPC4dqKuxtK0xlqo3Zcy2ZiRemgMYN6AhgLYJ4hnysglJDvV9F48h5tOF1duO5H44edWzV7OArm-mcd_xGfnj0KrwOJWjnAU1Mcd-AvBRcwPen8rdNMzShRlKKD0F4MER0_jipZxtyH01kJlB-S-JW6sW2Yo0/w400-h395/Sp%C3%A5rvagnsstaden%202024%20DeSo.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Spårvagnsstaden Göteborg 2024&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGkrWkejbZi8F0wUnhr1PEuS2yKI0fithyXyMu_Eu0JmIWsS5j9lxfrAwmjwo1MgXNcLgl9o0cUqswmstqrBFu99I-vb9LFBmNO5lQWSMwxil7n9yR281TKnHYZT49afoovq8cX4MPUWmgGyT6OIaEpnak6ZgodlVKQ3-x-c_5YMnC0YY0_ve0SbJ-No4/s2769/Sp%C3%A5rvagnsstaden%202025%20DeSo.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;2769&quot; height=&quot;395&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGkrWkejbZi8F0wUnhr1PEuS2yKI0fithyXyMu_Eu0JmIWsS5j9lxfrAwmjwo1MgXNcLgl9o0cUqswmstqrBFu99I-vb9LFBmNO5lQWSMwxil7n9yR281TKnHYZT49afoovq8cX4MPUWmgGyT6OIaEpnak6ZgodlVKQ3-x-c_5YMnC0YY0_ve0SbJ-No4/w400-h395/Sp%C3%A5rvagnsstaden%202025%20DeSo.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Spårvagnsstaden Göteborg 2025&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;När jag tittade på kartan funderade jag på om man inte kunde få en mer rättvis spårvagnsstad inom Göteborgs kommun genom att där använda basområden istället för DeSo. Som vi ser på kartan nedan så blev upplösningen mycket bättre och det blir betydligt färre områden som kategoriserades fel. Det gör också att Spårvagnsstadens yta blir något mindre, 51,1km² och en större befoilkning 321 793 invånare. Det resulterar också i en högre täthet på 6 297 inv/km² vilket är en betydligt högre täthet än måltätheten för Åttakilometersstaden och det kommer behövas då Åttakilometersstaden även är tänkt att innehålla naturområden och glesare bebyggelsestrukturer. Jag tycker basområdesvarianten ger en betydligt mer rättvis bild, så den kommer jag använda i kommande analyser inom kommunen.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNc81vrg5DXXKbB14W3GoWpPaxRNnOxJAZwHWxzxXEaewy_YsFmbeXaS42wRWMfcQbTBBX3l2ZHz0DL_kbFizIGZqkeJ9TX68xehkLNTS9FhhADlob9heB19KZprJIakqwAkttugEYovzSCnUoCJC_1nrY7EjP-gaw6VbqmSs0boKzND79yisZmJxGGxk/s2769/Sp%C3%A5rvagnsstaden%202025%20BO.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;2769&quot; height=&quot;395&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNc81vrg5DXXKbB14W3GoWpPaxRNnOxJAZwHWxzxXEaewy_YsFmbeXaS42wRWMfcQbTBBX3l2ZHz0DL_kbFizIGZqkeJ9TX68xehkLNTS9FhhADlob9heB19KZprJIakqwAkttugEYovzSCnUoCJC_1nrY7EjP-gaw6VbqmSs0boKzND79yisZmJxGGxk/w400-h395/Sp%C3%A5rvagnsstaden%202025%20BO.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Spårvagnsstaden 2025 Basområden&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;h2 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;Befolkningstätet&lt;/h2&gt;&lt;div&gt;En sak till man kan titta på är befolkningstätheten i de olika delområdena längs spårvägen. I kartan nedan har jag delat in dem i tre kategorier, ljusblå är de områden som ligger under snittet på 6 297 inv&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;/km², gula områden ligger över snittet men är inte jättetäta dvs under 200 inv&lt;/span&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;/km² och röda är de områden som verkligen har hög täthet, över 200 inv&lt;/span&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;/km². Det vi ser är att vi har ett stort gul/rött område från Majorna och hela vägen in till Lorensberg, ett annat har vi från Högsbo och hela vägen ut till Tynnered. I övrigt så har de flesta spårvägssträckningar lite småduttar gul/rött längs vägen men även stora ljusblå områden. De här ljusblå områdena känns uppenbara att sikta på förtätning i. &lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLl_AgcxmYL8buMnV-EQyAxKrkmou9tjRafNICdeG3TRzN5n2Bi1Yi74pmBXCGqhJMMfak-dBMS-cyt2E_54LmqK-9MrheeKIkR3t-h_XfkxJOvx-SeLI0DrEGwZ8PKgfCBRfWwgyh3c17-8KcZCb-AUJxRq0iV7rOmEJKtmeIMQcesmsX4M0CLp78rkg/s3738/Sp%C3%A5rvagnsstaden%202025%20T%C3%A4thet.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;3738&quot; height=&quot;293&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLl_AgcxmYL8buMnV-EQyAxKrkmou9tjRafNICdeG3TRzN5n2Bi1Yi74pmBXCGqhJMMfak-dBMS-cyt2E_54LmqK-9MrheeKIkR3t-h_XfkxJOvx-SeLI0DrEGwZ8PKgfCBRfWwgyh3c17-8KcZCb-AUJxRq0iV7rOmEJKtmeIMQcesmsX4M0CLp78rkg/w400-h293/Sp%C3%A5rvagnsstaden%202025%20T%C3%A4thet.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Spårvagnsstadens täthet&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;Tilläggas kan att områdena i Mölndal troligen drabbats av att de är stora DeSo-områden och har en stor del natur i sig, skulle de haft samma typ av avgränsning som Göteborgs BO skulle det troligen dyka upp gula och röda områden även där.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;h2 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: large; white-space-collapse: preserve;&quot;&gt;Framtida expansioner&lt;/span&gt;&lt;/h2&gt;&lt;div&gt;&lt;span style=&quot;font-family: inherit; white-space-collapse: preserve;&quot;&gt;Så&amp;nbsp; hur kommer då&amp;nbsp; framtida&amp;nbsp; spårvägsutbyggnader påverka Spårvagnsstaden. Den som ligger närmst i tiden är Engelbrektslänken, men den har inga hållplatser alls så där blir det ingen påverkan. En annan expansion som inte får någon påverkan alls är Lindholmsförbindelsen som bara binder ihop gamla hållplatser på ett nytt sätt. &lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; white-space-collapse: preserve;&quot;&gt;Brunnsbo&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;span style=&quot;font-family: inherit; white-space-collapse: preserve;&quot;&gt;2029 kommer spårvägen till Brunnsbo. Med sina tre nya hållplatser så kommer Spårvagnsstaden att öka med 1,50km² och 5 586 invånare. Det är ett ganska blygsamt underlag för en spårvagnslinje och motsvararendast 310 resenärer under en högtrafik timme, något som med lätthet skulle hanteras av bussar. Men det finns två stora byggplaner längs linjen, dels i Brunnsbo med 1 300 lägenheter och Backaplan DP3 med 2 400 bostäder. Nybyggda områden i Göteborg brukar ha ett snitt på ca 2 personer per bostad så det här motsvarar en befolkningsökning på ca 7 400 invånare vilket får upp beräknat antal resenärer till 721 resenärer i en högtrafiktimme eller tiominuterstrafik med 30m-vagnar. Även det är på gränsen till att det skulle gå att hantera med bussar men nu kommer det även finnas en pendeltågsstation längs linjen som troligen importerar fler resenärer och så finns en tanke om en förlängning av linjen upp till Backa med betydligt fler boende. Där har vi redan idag tecken som antyder att det området inte kan försörjas med busstrafik på ett tillfredsställande sätt.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit; white-space-collapse: preserve;&quot;&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx_BQ5K4XqUj-sJowzHqbs9TnEo0D3zAXYl5BALUqfvciDQJ13ext_EnZkhsH7BXMMtdjD0OWzim2kn9Y-75BtYH1ZkDkDvF53EaeKyL9bH3oX5hlHU1WcHi2rVzE3d2_QcGnIUbFISoOui7i-2cF0Eb223lBBpFAlMU-mRnFNNu1a81hFAh97Wow8HM4/s2769/Sp%C3%A5rvagnsstaden%20Brunnsbo.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;2769&quot; height=&quot;395&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx_BQ5K4XqUj-sJowzHqbs9TnEo0D3zAXYl5BALUqfvciDQJ13ext_EnZkhsH7BXMMtdjD0OWzim2kn9Y-75BtYH1ZkDkDvF53EaeKyL9bH3oX5hlHU1WcHi2rVzE3d2_QcGnIUbFISoOui7i-2cF0Eb223lBBpFAlMU-mRnFNNu1a81hFAh97Wow8HM4/w400-h395/Sp%C3%A5rvagnsstaden%20Brunnsbo.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Spårvagnsstadens expansion 2029, Brunnsbo&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Eriksberg&lt;/span&gt;&lt;/h3&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;2031 kommer är det tänkt att spårvägen till Eriksberg skall invigas och den förlängningen kommer in i ett område med betydligt fler invånare redan idag, närmare bestämt 13 361 invånare på 1,7km² vilket ger en täthet på 7 859 inv/km². Som om inte det är nog så finns det även där ett antal planer på utbyggnad. Två detaljplaner som redan har vunnit laga kraft och bara väntar på utbyggnad som ger ca 1 500 bostäder. Sen pågår detaljplanearbetet för området längst in vid Eriksbergsdockan och upp till Krokängsplanen, det förväntas ge ca 1 120 bostäder. Dessa 2 620 nya bostäder höjer antalet invånare längs utbyggnaden till ca 18 600 invånare vilket motsvarar​ ca 1 033 resenärer i en högtrafiktimme eller 7½ minutstrafik med 30m-vagnar. Tanken här är att helt enkelt förlänga både linje 10 och 12 till Eriksberg när spårvägen är klar så det kommer finnas ordentligt med kapacitet för Eriksberg, men det kan nog bli fullt när Lindholmens invånare skall på samma vagnar.&lt;/span&gt;&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkuyP2lYJoxTWMH6zXG6pqEJ2bGpQiTjo-JDAYxi5WCoQmoSXdPYNrYT6570wRgze5Lg3W0xX-8GyTxQqka-DtGxW2PwAhTTuZWlEyD2ftjv-fNx4VsaogGAZEIxvAokUEkeAcHMFB73lmTmPNbZkMxfNbCpJz0fphGojKDJAsX3rHGKn5CRUlhG7hMj8/s2769/Sp%C3%A5rvagnsstaden%20Eriksberg.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;2769&quot; height=&quot;395&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkuyP2lYJoxTWMH6zXG6pqEJ2bGpQiTjo-JDAYxi5WCoQmoSXdPYNrYT6570wRgze5Lg3W0xX-8GyTxQqka-DtGxW2PwAhTTuZWlEyD2ftjv-fNx4VsaogGAZEIxvAokUEkeAcHMFB73lmTmPNbZkMxfNbCpJz0fphGojKDJAsX3rHGKn5CRUlhG7hMj8/w400-h395/Sp%C3%A5rvagnsstaden%20Eriksberg.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Spårvagnsstadens expansion 2031, Eriksberg&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/span&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Slutsats&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Jag har två varianter av beräkningar av spårvägsstaden, en baserad på DeSo och en på BO. BO-beräkningen är betyligt exaktare men kan bara användas inom Göteborgs Kommun medan DeSo-beräkningen är att föredra om man vill jämföra med tex Spårvagnsstaden Norrköping eller Tunnelbanestaden stockholm. Vi ser också att Göteborg är hyfsat tätt längs med spårvagnslinjerna redan idag men behöver bli ännu tätare för att kompensera för de mindre täta områdena som är utan spårväg så framtida utbyggnad bör ske närmre befintliga eller planerade spårvagnshållplatser.. De framtida utbyggnaderna av spårvägen kommer att dras i expansiva områden så att spårvagnasstaden kommer växa sig både större och tätare och framtida utbyggnadder bör planeras tillsammans med stadsexpansion, en nästa möjlig expansion skulle kunna vara Gullbergsvass. &lt;/span&gt;&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Källor och verktyg&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Kartdata&lt;/span&gt;&lt;/h3&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Bakgrundskarta och befintliga spårvagnslinjer: &lt;a href=&quot;https://www.openstreetmap.org/&quot; target=&quot;_blank&quot;&gt;OpenStreetMap&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Demografiska statistikområden (DeSo): &lt;a href=&quot;https://www.scb.se/vara-tjanster/oppna-data/oppna-geodata/oppna-geodata-for-deso---demografiska-statistikomraden/&quot; target=&quot;_blank&quot;&gt;Statistiska Centralbyrån&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;Basområden Göteborg (BO): &lt;a href=&quot;https://goteborg.se/wps/portal/enheter/statistik-och-analys/geografi-och-kartor/goteborgs-omradesindelning&quot; target=&quot;_blank&quot;&gt;Göteborgs Kommun&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/h3&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Befolkningsstatistik&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;Invånare per DeSo: &lt;a href=&quot;https://www.statistikdatabasen.scb.se/pxweb/sv/ssd/&quot; target=&quot;_blank&quot;&gt;SCBs statistikdatabas&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;Invånare per BO: &lt;a href=&quot;https://statistikdatabas.goteborg.se/pxweb/sv/&quot; target=&quot;_blank&quot;&gt;Götebprgs statistikdatabas&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Utbyggnadsplaner Brunnsbo&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: 400;&quot;&gt;&lt;a href=&quot;https://goteborg.se/wps/portal/start/goteborg-vaxer/sa-planeras-staden/plan-och-byggprojekt?uri=gbglnk%3Agbg.page.bb7386fd-1152-47cb-9da4-d06bd7780a77&amp;amp;projektid=SBF-2023-00408&quot; target=&quot;_blank&quot;&gt;Brunnsbo - detaljplan för stadsutveckling i Brunnsbo&lt;/a&gt;,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; font-weight: 400; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;SBF-2023-00408 &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-family: Google Sans Text;&quot;&gt;&lt;a href=&quot;https://goteborg.se/wps/portal/start/goteborg-vaxer/sa-planeras-staden/plan-och-byggprojekt?uri=gbglnk%3Agbg.page.bb7386fd-1152-47cb-9da4-d06bd7780a77&amp;amp;projektid=SBF-2023-00084&quot; target=&quot;_blank&quot;&gt;Backaplan - detaljplan 3: Bostäder, lokaler m.m. vid Backavägen och Norra Deltavägen&lt;/a&gt;, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; white-space-collapse: preserve;&quot;&gt;SBF-2023-00084&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Utbyggnadsplaner Eriksberg&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;https://www4.goteborg.se/prod/Intraservice/Namndhandlingar/SamrumPortal.nsf/35D95F59212FCBAAC1258958004579C5/$File/2.%20Forprovningsrapport%20version%203.pdf?OpenElement&quot; target=&quot;_blank&quot;&gt;Förprövningsrapport - Planbesked för bostäder m.m. vid Säterigatan (Sannegården 25:1) inom stadsdelen Sannegården&lt;/a&gt;, SBF-2023-00073&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;https://www4.goteborg.se/prod/Intraservice/Namndhandlingar/SamrumPortal.nsf/49FFF680BFC29F64C125895800459608/$File/2.%20Forprovningsrapport.pdf?OpenElement&quot; target=&quot;_blank&quot;&gt;Förprövningsrapport - Planbesked för bostäder m.m. vid VästraEriksbergsgatan (Sannegården 734:9 m.fl.) inomstadsdelen Sannegården, dnr SBF-2023-00416,1116/21 ochPlanbesked för bostäder m.m. vid VästraEriksbergsgatan (Sannegården 5:3) inomstadsdelen Sannegården&lt;/a&gt;, SBF-2023-00417&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;https://goteborg.se/wps/portal/start/goteborg-vaxer/sa-planeras-staden/plan-och-byggprojekt?uri=gbglnk%3Agbg.page.bb7386fd-1152-47cb-9da4-d06bd7780a77&amp;amp;projektid=BN0497%2F12&quot; target=&quot;_blank&quot;&gt;Eriksberg - Bostäder och verksamheter vid Celsiusgatan&lt;/a&gt;,&amp;nbsp;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; white-space-collapse: preserve;&quot;&gt;BN0497/12&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: Google Sans Text;&quot;&gt;&lt;span style=&quot;font-size: x-small; white-space-collapse: preserve;&quot;&gt;&lt;a href=&quot;https://goteborg.se/wps/portal/start/goteborg-vaxer/sa-planeras-staden/plan-och-byggprojekt/!ut/p/z1/jZFNbsIwEIXPwoIt4yQo0O6iUNpSlR8FWuJNlZ8hWDi25ThU5TycoRfgYgRoJNQWhGXJem_eN2PZQGEOVERrlkWGSRHxSofU_Xj2bN9qty3b8p0ecdvOsPcwHpGXYQfej4FX23etJ2KPHv27PnHJpDeZjDuEjBygt_DkwvLIbfyVAL3ePqz4zkX-zYEAKNCijHNmAox0soSwOJ4LqfNDTUQ5QhjsvlcHpXgkPKWwertQitrxZa44Gkxrs_LSlGlMDFvjebIYys9an-YEqahu-VOe6mjBkjoQl4ynf4k-Q15NGuy2Wqx326wwpRDIYQA04zI-fasnYqebAdW4QI26VerKXhqjivsmaZIVomplUmYcW4nMm-Q_ZikLA_NfUVD5bDbfTDHenO3ul8OzRmMPBqaYqA!!/p0/IZ7_IA2C144121C3D0643NDEPO0KV3=CZ6_IA2C144121C3D0643NDEPO0KN7=MEviewDetail!BN0532QCP13==/&quot; target=&quot;_blank&quot;&gt;Lundby - Järnvägstunnel möjliggör bostäder vid Säterigatan&lt;/a&gt;, BN0532/13&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;h3&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Övriga Källor&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Spårvagnars och spårvägars kapacitet:&amp;nbsp;&lt;/span&gt;Framtida kollektivtrafik i Dag Hammarskjöldstaden,&amp;nbsp;Ramböll Sverige AB, 2020-12-22.&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Verktyg&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;GIS-verktyg: &lt;a href=&quot;https://qgis.org/&quot; target=&quot;_blank&quot;&gt;QGIS&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Extrahera data från OpenStreetMap: &lt;a href=&quot;https://overpass-turbo.eu/&quot; target=&quot;_blank&quot;&gt;Overpass-turbo&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</description><link>http://sma-funderingar.blogspot.com/2026/04/sparvagnsstaden-goteborg.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCzF2EnO0ARlgdjGmdrMH1Gx4psmfyxKwPC4dqKuxtK0xlqo3Zcy2ZiRemgMYN6AhgLYJ4hnysglJDvV9F48h5tOF1duO5H44edWzV7OArm-mcd_xGfnj0KrwOJWjnAU1Mcd-AvBRcwPen8rdNMzShRlKKD0F4MER0_jipZxtyH01kJlB-S-JW6sW2Yo0/s72-w400-h395-c/Sp%C3%A5rvagnsstaden%202024%20DeSo.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-4655672937503870032</guid><pubDate>Sun, 19 Apr 2026 14:38:00 +0000</pubDate><atom:updated>2026-04-19T20:11:00.615+02:00</atom:updated><title>Åttakilometersstaden 2025</title><description>&lt;p&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; white-space-collapse: preserve;&quot;&gt;Då det är fem år sedan jag senast följde upp åttakilometersstaden, senast 2021, så känns det som hög tid att göra det igen. Tyvärr har DeSo-områdeka ändrats sedan dess så jämförande kartor kan jag bara göra mot förra året. Men statistiken har förlångts bakåt i tiden så nu kan analysen omfatta hela perioden 2010-2025 mot senast endast 2015-2020.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;h2 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Invånare&lt;/span&gt;&lt;/h2&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Vi börjar med tillväxten, åttakilometersstaden har passerat 500 000 sedan senast, så nu är vi halvvägs framme, och i slutet av 2025 var vi uppe i 510 867 invånare. Senaste året växte staden med 4 237 invånare, vilket är lägre än den långsiktiga trenden på 6 032 invånare per år, som vi kan se i diagrammet nedan. Jämför vi med 2020 så är uppgången 25 437 personer eller lite drygt 5 000 per år.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiM2dlgsia1o47d5X0_RQPPrL2jGlhavu2mCUPa3sA16ZYlrNJmRszANFMsspmB4nYqT29ncUmkhO6OO_RQ1uwG_fQ0HmV0JGZsXi4KRYIgHEVq1kz7sTO3oLiTXG4C9oHc7iP2gwtDXT0Jxn_o1wrCt7fCsgnjDpYf9KZE3AwUBFFQO7DuJ5vosJfhI1g&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;639&quot; data-original-width=&quot;1393&quot; height=&quot;294&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiM2dlgsia1o47d5X0_RQPPrL2jGlhavu2mCUPa3sA16ZYlrNJmRszANFMsspmB4nYqT29ncUmkhO6OO_RQ1uwG_fQ0HmV0JGZsXi4KRYIgHEVq1kz7sTO3oLiTXG4C9oHc7iP2gwtDXT0Jxn_o1wrCt7fCsgnjDpYf9KZE3AwUBFFQO7DuJ5vosJfhI1g=w640-h294&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;br /&gt;&lt;h2 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Kommunerna&lt;/span&gt;&lt;/h2&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Om vi tittar närmre på de ingående kommunerna och om de växer innanför eller utanför åttakilometersstaden senaste året så ser det väldigt olika ut. Göteborg växer i princip enbart inom åttakilometersstaden, medan Mölndal växer i förhållande lika snabbt som Göteborg inom gränsen, men växer ännu snabbare utanför gränsen. Partille, som till skillnad från Göteborgs och Mölndal, har sin huvudort utanför gränsen avviker ordentligt och har till och med krympt inom åttakilometersstaden.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjpTS-jNJCB1Bw0siqM3SoHaEaC7PquMCoQEzCrf8pGkVSaL8SaklVckcs29s_8K62imLPEcNLyfl6JD3FneeOFBEqxxQptUsn9pYvt3Xv-5X1I9BxEWwQ59Lb45Bsw195QXf1rej5o2YJ4VW7GBwPxCRzcHjXV4KzOLS5mYJOv21uE4AqXoxPTekLNI8o&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;205&quot; data-original-width=&quot;988&quot; height=&quot;83&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjpTS-jNJCB1Bw0siqM3SoHaEaC7PquMCoQEzCrf8pGkVSaL8SaklVckcs29s_8K62imLPEcNLyfl6JD3FneeOFBEqxxQptUsn9pYvt3Xv-5X1I9BxEWwQ59Lb45Bsw195QXf1rej5o2YJ4VW7GBwPxCRzcHjXV4KzOLS5mYJOv21uE4AqXoxPTekLNI8o=w400-h83&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Åttakilometersstadens befolkningsökning inom respektive kommun&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Men tittar vi på den senaste femårsperioden så har Mölndals andel minskat från 8,4% till 8,2% och Partilles ökat från 2,7% till 2,9% vilket gör att Göteborgs andel ligger stadigt på 88,9%.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;h2 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Stor-Göteborg&lt;/span&gt;&lt;/h2&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Om vi tittar ännu större oInvånare och jämför åttakilometersstaden med övriga Stor-Göteborg så ser vi att förra analysens period 2015-2020 är avvikande mot den långa trenden genom att förhållandet mellan åttakilometersstaden och kransen låg still på ca 46,2% i åttakilometersstaden. Nu när det finns statistik både före och efter den perioden ser vi att åttakilometersstaden stadigt växer snabare än kransen, 2010 var andelen 45,6% och 2025 46,7%. En väldigt långsam men ändå tydlig trend.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjqfs-XSOAzDYd_A3Kg2vNG1xWtlRbzDa9AR2isENwDbkEZH-Gp4WlxRUwG6CURxkn9l9ky9LGp1xhXGNtxF0oRNrQzRqFnIPGiixFTOCfcR4KazL2-sB4AjtPptbdL8_7O7tXb-tCSwsLCC3vGGuYIncnSFQbJVbQ-8YQE1u0NidL8V9yfaiaUBIRepeA&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;498&quot; data-original-width=&quot;1395&quot; height=&quot;229&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjqfs-XSOAzDYd_A3Kg2vNG1xWtlRbzDa9AR2isENwDbkEZH-Gp4WlxRUwG6CURxkn9l9ky9LGp1xhXGNtxF0oRNrQzRqFnIPGiixFTOCfcR4KazL2-sB4AjtPptbdL8_7O7tXb-tCSwsLCC3vGGuYIncnSFQbJVbQ-8YQE1u0NidL8V9yfaiaUBIRepeA=w640-h229&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;br /&gt;&lt;h2 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Kollektivtrafik&lt;/span&gt;&lt;/h2&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;I utredningen &quot;Framtida kollektivtrafik i Dag Hammarskjöldstaden&quot;, Ramböl 2020,  kan man läsa att 90 000 invånare beräknas ge 5 000 kollektivtrafikresenärer i högtrafiktimmen. Om man översätter det till den åriliga ökningen på ca 6 000 invånare per år inom åttakilometersstaden så skulle det ge 333 extra resenärer under högtrafik varje år. Eller om man ser till hela perioden 2010 till 2025 ger det 4 850 nya resenärer under en högtrafiktimme. I samma rapport kan man läsa att en vanlig 30m spårvagn har komfortkapaciteten 129 passagerare, till skillnad från maxkapaciteten ca 200 passagerare. Det ger grovt räkn&lt;br /&gt;at att vi behöver stoppa in 2½ extra spårvagn i timmen under rusning. 2½ vagn kanske inte låter så mycket, man kan lite grovt kan man översätta det med att en linje varje år behöver gå från 8-minuterstrafik till 7½-minuterstrafik. Om man istället ser på hela perioden 2010 till 2025 så är det närmre 40 extra vagnar i timmen under rusning. Med tanke på att Brunnsparken var trångt redan 2010 så ser vi varför det idag ser ut som det gör där. Ett alternativ skulle då vara att öka kapaciteten i varje fordon, vilket är det som pågår just nu. En 45m-vagn har komfortkapaciteten 182 passagerare så varje vagnsbyte ger en ökning med 53 passagerare. Räknar man om det till den årliga ökningen så ger det att drygt 6 turer varje år behöver förlängas till långa vagnar eller 91 sedan 2010. Så våra 60 beställda M34:or kommer räcka ca 10 år. (I snitt tar en tur på en linje ca en timme, så det blir hyfsat rätt att versätta rakt av.) Det blir uppenbart att vi inte kommer kunna fortsätta på det här sättet, det kommer inom kort, dvs inom en tid i samma storleksordning som det tar att planera, behövas ett nytt kapacitetsstarkare kollektivtrafiksystem för resor inom åttakilometersstaden. &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;En invändning mot den här analysen skulle kunna vara att alla inte bor längs spårvagnslinjer och det är sant, men om ökningen sker där det inte går spårvagnar så kommer vi snart behöva dra spårvagnar dit, men som vi ser i kartan nedan så sker en majoritet av ökningen i närheten av spårvagnarna, men även i en del andra områden. Man skulle kunna göra en mer nogrann analys där man kollar hur många som egentligen bor nära en spårvagnshållplats och hur befolkningen växer där, spårvagnsstaden Göteborg.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUE-0H17f4mTU645TealznpTgeqojqvzM2deQd3D3TZOuwwq9X8Z8ka7vRxeKNEVXKrnOd1f2yJzHaWSjBqzc8wvC2dg_WtwGGI0Ru52ACDB0Z6nV5NLOJNYTCA1kKTgjdU4ArfPQKb1naG0tX_4TSV7NyykzhvPyASmrx55ataysusriNxQoH3xTyMms/s3672/%C3%96kning%202024-2025.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;3672&quot; height=&quot;475&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUE-0H17f4mTU645TealznpTgeqojqvzM2deQd3D3TZOuwwq9X8Z8ka7vRxeKNEVXKrnOd1f2yJzHaWSjBqzc8wvC2dg_WtwGGI0Ru52ACDB0Z6nV5NLOJNYTCA1kKTgjdU4ArfPQKb1naG0tX_4TSV7NyykzhvPyASmrx55ataysusriNxQoH3xTyMms/w640-h475/%C3%96kning%202024-2025.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Områden med ett invånarantal som ökat med minst 50 personer.&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;h2 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Slutsats&lt;/span&gt;&lt;/h2&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-size: 11pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Åttakilometersstaden fortsätter växa sakta men säker om än något långsammare än de senaste åren. Däremot har kransens växande avtagit i förhållande till de centrala delarna och Göteborg blir allt mer centrerat. Det vi också ser är att försöka bygga upp kollektivtrafiken i markplan där i princip alla linjer passerar genom Brunnsparken kommer inte hålla länge till utan snart måste vi ta ett större grepp för framtidens lokala kollektivtrafik.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;br /&gt;</description><link>http://sma-funderingar.blogspot.com/2026/04/attakilometersstaden-2025.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEiM2dlgsia1o47d5X0_RQPPrL2jGlhavu2mCUPa3sA16ZYlrNJmRszANFMsspmB4nYqT29ncUmkhO6OO_RQ1uwG_fQ0HmV0JGZsXi4KRYIgHEVq1kz7sTO3oLiTXG4C9oHc7iP2gwtDXT0Jxn_o1wrCt7fCsgnjDpYf9KZE3AwUBFFQO7DuJ5vosJfhI1g=s72-w640-h294-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-6790117690056255463</guid><pubDate>Wed, 08 Apr 2026 05:53:00 +0000</pubDate><atom:updated>2026-04-09T08:33:49.940+02:00</atom:updated><title>Täthet är inte nog</title><description>&lt;p&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; white-space-collapse: preserve;&quot;&gt;När vi tittade på täthet för cirka 10 år sedan så låg Göteborgs tätaste basområde precis söder om Skansparkeringen med sina cirka 430 invånare/ha. När jag idag kollade på februaris invånarstatistik och tog fram basområdenas täthet så har vi inte mindre än fem basområden som gått om och ligger på över 450 invånare/ha. Vilka är då dessa fem och hur stadsmässiga är de i förhållande till vår gamla ledare?&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Man kan dela upp den i två kategorier, helt nybyggda och gamla som förtätats. I den första kategorin återfinner vi fyra av de fem, alla de fyra har en sak gemensamt, det finns minst ett riktigt högt hus inom dem. I den andra kategorin återfinns ett område i Stampen som på ytan verkar helt orört. Men låt oss börja listan nedifrån.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;b&gt;&lt;u&gt;Stampen&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhv6qx2xOVaHeWPqcrf4WClgBw3sXzcRzvs_ac2EBZvdk8w2mgEt65T-um-X2OjnWinxSvnJ3711vA8wq2K9OzzP1xnclcCGdutXvgi1K3WT2aZpzFfdilu0LeVunWW60HcGX0sYQpkb07TetEo2LTBiuwRTXSmK1nh-CFNu98lsdvaDyOvGL6ifAEGEVQ&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;553&quot; data-original-width=&quot;621&quot; height=&quot;178&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhv6qx2xOVaHeWPqcrf4WClgBw3sXzcRzvs_ac2EBZvdk8w2mgEt65T-um-X2OjnWinxSvnJ3711vA8wq2K9OzzP1xnclcCGdutXvgi1K3WT2aZpzFfdilu0LeVunWW60HcGX0sYQpkb07TetEo2LTBiuwRTXSmK1nh-CFNu98lsdvaDyOvGL6ifAEGEVQ=w200-h178&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;(BO 117 02, 1 368 inv, 3,0 ha, 450,3 inv/ha)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Den verkligt udda fågeln i sällskapet. Vad jag vet har inget byggts här under det här decenniet, så varför den dyker upp nu blandade tätaste får undersökas noggrannare, kanske en föryngring av befolkningen så det bor familjer istället för ensamstående pensionärer här är en möjlig förklaring, en annan skulle kunna vara att de dragit om basområdesgränserna.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Men bortsett från det, det här är ett par klassiska kvarter, några med gårdshus. Höjden ligger på ca 8 våningar. En huvudgata, Friggagatan, går längs med ena långsidan och längs den är det också lokaler i princip hela vägen. Här är det tydligt att på Friggagatan är det kanske inte världens livligaste, men ändå något som liknar stadsliv.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;b&gt;&lt;u&gt;Karlastaden Väster&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjCsEjWgZn5_W-44NxqKCjuHPNTjQ0VQ3lVEJt8ZZUBJmhGnFzAW504MePTF1nZK3rP9OfyUqfJKLS2wOYNTVnkaroqnxMMLRgWJbIMffSFpCaM0tuTCkR5iMbpA_H7koS1PaXuf06ryY4oHdT7A50hMGHKn98hbnbLDZgcFsJA6YTOG-pb69s7e7A0YGg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;406&quot; data-original-width=&quot;446&quot; height=&quot;182&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjCsEjWgZn5_W-44NxqKCjuHPNTjQ0VQ3lVEJt8ZZUBJmhGnFzAW504MePTF1nZK3rP9OfyUqfJKLS2wOYNTVnkaroqnxMMLRgWJbIMffSFpCaM0tuTCkR5iMbpA_H7koS1PaXuf06ryY4oHdT7A50hMGHKn98hbnbLDZgcFsJA6YTOG-pb69s7e7A0YGg=w200-h182&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;(BO 417 12, 245 inv, 0,5 ha, 469,9 inv/ha)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Ett enda kvarter med ganska hög bebyggelse, högsta delarna ligger mellan 15 och 20 våningar men tätheten beror nog till stor del på att BO-gränserna verkar vara väldigt snävt dragna, i princip inga gator alls inom området. Här är det ordentligt blandat med skolor, vårdcentraler, bostäder, gym och pizzeria. Tyvärr har det hamnat lite bakom och känns mest som att det ligger i en stor asfaltsöken som väntar på att bebyggas. Det här kan nog få lite stadsliv när det byggs runt omkring, men nu är det väldigt öde&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;b style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; white-space-collapse: preserve;&quot;&gt;&lt;u&gt;Kallebäcksterrassen&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; white-space-collapse: preserve;&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjsTbEOEoWnu3fDo23LW3s-unzsnFoJAzVIfCiPhAS89lpMs7bBW1cqlxN6cF9S9uAT_-cm0cXzy6c1YQp-drPdokp2Agr7PX85sQk1mKivpN5m-syaA_xaQTnpmfB1VbpgowhKNZJvSnYUuFaZEJ3PGhpe5Jjm_2jdPf1Ye8GzjSEzlL3niTqY_hXZzB4&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;485&quot; data-original-width=&quot;514&quot; height=&quot;189&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjsTbEOEoWnu3fDo23LW3s-unzsnFoJAzVIfCiPhAS89lpMs7bBW1cqlxN6cF9S9uAT_-cm0cXzy6c1YQp-drPdokp2Agr7PX85sQk1mKivpN5m-syaA_xaQTnpmfB1VbpgowhKNZJvSnYUuFaZEJ3PGhpe5Jjm_2jdPf1Ye8GzjSEzlL3niTqY_hXZzB4=w200-h189&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;(BO 204 05, 1 670 inv, 3,1 ha, 534,3 inv/ha)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Här märks avsaknaden av ett huvudstråk tydligt. Var där en solig tisdagseftermiddag och det var helt dött. Närmst bussen, som går på en transportled snarare än ett huvudstråk, så är det några kvarter i Linnéstadshöjd men upp längs berget och Kallebäckshemmet så ligger det en rad med flera höga punkthus, det är troligen de som drar upp tätheten ordentligt. I delen med mer kvartersstruktur finns ett par restauranger, men de såg väldigt öde ut. De personer jag såg i rörelse skyndade hem från bussen.

En bonusbildfrån min promenad i Kallebäcksterrasserna.
&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjeoxM9l_5z8v4uLOpoqScDutw570fP-WpuWPp99LlInfrYcPXOkQdG_K5vzF_e45taSlxFU0Itf7Uwq1Y_mg4Xb6zlWr90FRwIbeh3fOSLmRNanKGXK06UQLKZahqjvutSe761HOhWl5F1IkMKkafFDazAAVr7wjAzmrEYLdZ56G8RQVDmJmfiip-PCn8&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;927&quot; data-original-width=&quot;1236&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjeoxM9l_5z8v4uLOpoqScDutw570fP-WpuWPp99LlInfrYcPXOkQdG_K5vzF_e45taSlxFU0Itf7Uwq1Y_mg4Xb6zlWr90FRwIbeh3fOSLmRNanKGXK06UQLKZahqjvutSe761HOhWl5F1IkMKkafFDazAAVr7wjAzmrEYLdZ56G8RQVDmJmfiip-PCn8=w320-h240&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Lite ansträngning är gjord på bottenvåningen&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;b style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; white-space-collapse: preserve;&quot;&gt;&lt;u&gt;Kronjuvelen Eriksberg&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi5GcEvFdbUdEIW7NlFhGCJs5XiWkhxFNLAFUgCCWmd_uC3pg18zXMxGsznq6AxsaRYsdisuYXVWowxzmSSpl5WnuDrBZ6hPDUI9TIyPq0YoLrLkGIF7KTiYSgwic59gQ-eXb6MiWpIao7Wz74FtWu2Y9z4I1RWhyOmGad4SGSD4nvWuN9w1hKoW8OHLV8&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;406&quot; data-original-width=&quot;446&quot; height=&quot;182&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi5GcEvFdbUdEIW7NlFhGCJs5XiWkhxFNLAFUgCCWmd_uC3pg18zXMxGsznq6AxsaRYsdisuYXVWowxzmSSpl5WnuDrBZ6hPDUI9TIyPq0YoLrLkGIF7KTiYSgwic59gQ-eXb6MiWpIao7Wz74FtWu2Y9z4I1RWhyOmGad4SGSD4nvWuN9w1hKoW8OHLV8=w200-h182&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;(BO 416 09, 456 inv, 0,8 ha, 584,5 inv/ha)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;En hög byggnad, 20+ våningar, och några lite lägre lameller bakom. Antalet boende kommer att gå upp något när det gamla kvarnkontoret renoverats till bostäder. Vänder sig mot bussgatan genom Eriksberg. Restaurangen i gatuplan livar upp det hela på sommaren, men som hela Eriksberg innanför kajpromenaden är det inte jättemycket gatuliv, troligen för att Östra/Västra Eriksbergsgatan är byggd som en bakgata för transporter.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;b&gt;&lt;u&gt;Karlatornet&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhoKTEIAhcU48UniC2Y4Spa7maVEUZgY6XcrhtuC93Mcpg5FOugMJnTHas0Got8ZE_V_BOqUZDxyhQARfElRZiUkE45bA1OYVv7PQAgjdxgCGll-bHTsbPOcs1tUq1c-AaybEvFNEVAr8E0LT5AWqZzY_ULAalkYEQUr2q4dKQsFcrwnxMzshbqSbWh1JQ&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;406&quot; data-original-width=&quot;446&quot; height=&quot;182&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhoKTEIAhcU48UniC2Y4Spa7maVEUZgY6XcrhtuC93Mcpg5FOugMJnTHas0Got8ZE_V_BOqUZDxyhQARfElRZiUkE45bA1OYVv7PQAgjdxgCGll-bHTsbPOcs1tUq1c-AaybEvFNEVAr8E0LT5AWqZzY_ULAalkYEQUr2q4dKQsFcrwnxMzshbqSbWh1JQ=w200-h182&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;(BO 417 16, 869 inv, 1,5ha, 588,7 inv/ha)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Här är det egentligen inte mycket att tillägga, tornet är den enda byggnaden med boende och med 72 våningar så blir det tätt. Blandar upp bostäderna med ett hotell och en kontorsbyggnad. Vänder sig mot Libdholmsallén och här kan vi kanske hoppas på att det blir något som liknar stadsliv när alla byggen är avslutade. Det här basområdet skulle kunna bli ännu tätare då jag tror att ytterligare ett torn kommer få plats inom det.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;b&gt;&lt;u&gt;Slutsats&lt;/u&gt;&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Det räcker inte med täthet i ett litet område för att skapa stadsliv, tre av de fem områdena är under två hektar och i princip bara Kronjuvelen och Stampen omger sig av andra hyfsat täta områden. I områdena så är det idag endast Friggagatan som ger spår av stadsliv men jag skulle tro att även Lindholmsallén har potentialen när allt är färdigbyggt. Så även om tätheten är viktig så behöver den inte vara tokhög, som i de här områdena, utan Linnés täthet på ca 300 inv/ha räcker om man får till rätt struktur och lite storlek men ingen av dem räcker på egen hand.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Google Sans Text&amp;quot;; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;u&gt;Uppdatering 2026-04-09 8:30:&lt;/u&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Google Sans Text;&quot;&gt;&lt;span style=&quot;white-space-collapse: preserve;&quot;&gt;Jag jämförde lite statistik för basområdet i Stampen för 2015 och 2025. Befolkningsuppgången är ca 100 personer vilket ger lyftet från ca 430 inv/ha till över 450 inv/ha. Antalet bostäder däremot är i princip konstant, det har tillkommit 4 och jag tror inte det bor 25 personer i varje av dem. Jag tog en titt på åldersstrukturen och det är 3 åldersgrupper som står för befolkningsökningen; Barn/Ungdomar (5-19 år) står för ca 2/4, 40-44-åringar står för ca 1/4 och 75-85-åringar står för ytterligare 2/4. Övriga ålderskategorier står i princip still men har en liten nedgång så tillsammans kompenserar de för den femte fjärdedelen. På något sätt känns det som att barnen och 40-44-åringarnas uppgång hänger ihop. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</description><link>http://sma-funderingar.blogspot.com/2026/04/tathet-ar-inte-nog.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhv6qx2xOVaHeWPqcrf4WClgBw3sXzcRzvs_ac2EBZvdk8w2mgEt65T-um-X2OjnWinxSvnJ3711vA8wq2K9OzzP1xnclcCGdutXvgi1K3WT2aZpzFfdilu0LeVunWW60HcGX0sYQpkb07TetEo2LTBiuwRTXSmK1nh-CFNu98lsdvaDyOvGL6ifAEGEVQ=s72-w200-h178-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-9051149613918877437</guid><pubDate>Sat, 28 Mar 2026 21:45:00 +0000</pubDate><atom:updated>2026-03-28T22:45:38.539+01:00</atom:updated><title>Den krympande miljonstaden Göteborg (2025)</title><description>&lt;p&gt;Nu har det gått &lt;a href=&quot;https://sma-funderingar.blogspot.com/2023/03/den-keympande-miljonstaden-gotborg.html&quot; target=&quot;_blank&quot;&gt;tre år sedan jag senast gjorde en ordentlig uppföljning av den krympande miljonstaden Göteborg&lt;/a&gt;, då baserat på 2022 års siffror. Nu har 2025 års siffror kommit och en sak som hänt är att de inför 2024 års statistik gjorde om vissa DeSo-områden, för den här analysen är det framförallt att kustDeSon sträcktes längre ut till havs, så det kommer se lite konstigt ut på jämförelsekartorna som sträcker sig över den gränsen. För att föklara vad jag menar med miljonstaden Göteborg så utgår jag från Gustav Adolfs torg och räknar på så många områden som behövs i avståndsordning för att nå en miljon invånare. &lt;a href=&quot;https://sma-funderingar.blogspot.com/2021/02/den-krympande-miljonstaden-goteborg.html&quot; target=&quot;_blank&quot;&gt;När jag ursprungligen räknade på hela kommuner för tidigt 70-tal &lt;/a&gt;så behövde man ha med Uddevalla, Trollhättan, Vänersborg, Borås och Varberg för att nå en miljon och då var radien ca 8 mil.&lt;/p&gt;&lt;p&gt;Låt oss börja med att jämföra 2022 med 2025 och se vad som hänt. Miljonstadens radie har krympt från 39812m till 36382m eller ca 3,4km. Krymptakten på lite dryg 1,1km per år är något lägre än snittet, 1,26 km/år, under perioden 2010-2025 som det finns DeSo-statistik för.&amp;nbsp;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEintuyQF7GefJ0Gy6L2N3ywsm6kBmVE73xYye_lU8XvSj4w21XsgP041Wt2FXvT1AAS_FbrfyyQFO1xVNqE8wAnfgn84b2OMI0pO4z5xecrQQVKA3-X-eGj7Wt6WUutlmYKJ6W8L0n_RJdl_PzqslTyoZfSukVxlpItJz5FXVe0ptBsk_Iq88A5_ZLf0j8/s1116/Miljonstaden%20radie%202010-2025.png&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;448&quot; data-original-width=&quot;1116&quot; height=&quot;256&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEintuyQF7GefJ0Gy6L2N3ywsm6kBmVE73xYye_lU8XvSj4w21XsgP041Wt2FXvT1AAS_FbrfyyQFO1xVNqE8wAnfgn84b2OMI0pO4z5xecrQQVKA3-X-eGj7Wt6WUutlmYKJ6W8L0n_RJdl_PzqslTyoZfSukVxlpItJz5FXVe0ptBsk_Iq88A5_ZLf0j8/w640-h256/Miljonstaden%20radie%202010-2025.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Så långt ser det ut som vanligt men en sak som skiljer ordentligt, framförallt de två senaste åren är antalet invånare som trillat utanför varje år. Från att tidigare legat stadigt upp mot 12 000 personer per år har det nu sjunkt till ca 6 000 personer per år. Radiekrympningen har hållits uppe tack vare att det varit relativt glest befolkade områden som trillat utanför under den här perioden.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF1U9-m7LzfGUgzjxOBM8vl64Q66cdlG_SMVkSJxZ3-VRw2K-LEPGAAuKSlE6hprXD2UQECN1J-Q9WBAgEoaDNvIDR3KE6xctabYqwYfhnsq7RqkkWephABZ6sr38o2PpQ01ioixBWT-dbucuvt_Pzma05521rQQIwBnHcDUjBnANtHOpT3kGGcWEXkAY/s943/Trillat%20utanf%C3%B6r%202010-2025.png&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;530&quot; data-original-width=&quot;943&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF1U9-m7LzfGUgzjxOBM8vl64Q66cdlG_SMVkSJxZ3-VRw2K-LEPGAAuKSlE6hprXD2UQECN1J-Q9WBAgEoaDNvIDR3KE6xctabYqwYfhnsq7RqkkWephABZ6sr38o2PpQ01ioixBWT-dbucuvt_Pzma05521rQQIwBnHcDUjBnANtHOpT3kGGcWEXkAY/w640-h360/Trillat%20utanf%C3%B6r%202010-2025.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;Avslutningsvis så har vi här kartan som visar miljonstadens utbredning 2022 (rött) och 2025 (grönt).&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH3F62dSqHgz-RcclLOJKawQ_0IHJcIgOqMiEDIAdtpeikp2xuLlhe04EpBd0Pnw-IapSnTmn-K-j2hVJFv9HFr_RUzuvUEPFHnaLhKiuEEIyKYhP7NAmot1_62JFM6ogt6Xza9VP0TtTl6HEXf0aNf91mrtIj5X-roogzlxnQnsHoXZF3uoq-ttl_GxE/s3497/Diff%202023-2025.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;3497&quot; height=&quot;501&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH3F62dSqHgz-RcclLOJKawQ_0IHJcIgOqMiEDIAdtpeikp2xuLlhe04EpBd0Pnw-IapSnTmn-K-j2hVJFv9HFr_RUzuvUEPFHnaLhKiuEEIyKYhP7NAmot1_62JFM6ogt6Xza9VP0TtTl6HEXf0aNf91mrtIj5X-roogzlxnQnsHoXZF3uoq-ttl_GxE/w640-h501/Diff%202023-2025.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Miljonstadens förändring 2022-2025&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Om vi då istället övergår till att titta på hela perioden 2010-2025 och ser då att radien gått från 55,5km till 36,3km, en minskning på hela 19,2km på 15 år. Om vi extrapolerar trendlinjen ner till åttakilometersstaden så kommer vi att nå dit någon gång under sommaren 2048, men ju närmre centrum vi kommer desto tätare bor vi och ju mindre yta finns det att öka befolkningen på, så även om radien krymper relativt stabilt nu så kommer det gå allt långsammare ju mindre den blir. Vi ser att de närmsta 7 kilometrarna fortsätter i princip som nu med ca 7 invånare per meter men sedan stiger den till mellan 10 och 15 invånare per meter. Riktigt trögt kommer det bli när vi når 14km radie, då går invånarantalet upp över 20 invånare per meter för att de sista 3 kilometrarna även gå över 30.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh44JxeTO-R4GCzFF9tohp684phVdB0AzO0nBga4laU6nWi_n1-Eb_jYmMGik5eXX_4vYLEf-YtXQ90c75Z1rdGjoUsmHcYVMgX11yjuchca-5LQv6RL3TaFXmy3ugL9x60ti1h0hRC5bvsw4X9EAc6goa9Fu5JTm9bELhebTLPigTB4CKi6qMAlyeL1lY/s1951/image.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1098&quot; data-original-width=&quot;1951&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh44JxeTO-R4GCzFF9tohp684phVdB0AzO0nBga4laU6nWi_n1-Eb_jYmMGik5eXX_4vYLEf-YtXQ90c75Z1rdGjoUsmHcYVMgX11yjuchca-5LQv6RL3TaFXmy3ugL9x60ti1h0hRC5bvsw4X9EAc6goa9Fu5JTm9bELhebTLPigTB4CKi6qMAlyeL1lY/w640-h360/image.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Invånare per meter i 2km-intervaller (2022 års befolkning)&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;Avslutningsvis en karta som visar utvecklingen från 2010 till 2025 och här syns minskningen tydligt.&lt;div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9IpN6sG4pXh7kqTVbxscGtZohO8sj_i-_R_j20n22ZfgviDw-kIFJQnIne0SHTCjVUz7lRhswsOmTadlgVL1E2mFVakhKvYgpAv-HHJ0xR9PDz9piqwGZV5EzOlgXpgQDuvRuJqMmovHBLXr2X-6v6r8rcmXamXOdc3dpky8_I8WVWFzZ1ttOpm8WBOc/s3497/Diff%202010-2025.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;3497&quot; height=&quot;500&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9IpN6sG4pXh7kqTVbxscGtZohO8sj_i-_R_j20n22ZfgviDw-kIFJQnIne0SHTCjVUz7lRhswsOmTadlgVL1E2mFVakhKvYgpAv-HHJ0xR9PDz9piqwGZV5EzOlgXpgQDuvRuJqMmovHBLXr2X-6v6r8rcmXamXOdc3dpky8_I8WVWFzZ1ttOpm8WBOc/w640-h500/Diff%202010-2025.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;</description><link>http://sma-funderingar.blogspot.com/2026/03/den-krympande-miljonstaden-goteborg-2025.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEintuyQF7GefJ0Gy6L2N3ywsm6kBmVE73xYye_lU8XvSj4w21XsgP041Wt2FXvT1AAS_FbrfyyQFO1xVNqE8wAnfgn84b2OMI0pO4z5xecrQQVKA3-X-eGj7Wt6WUutlmYKJ6W8L0n_RJdl_PzqslTyoZfSukVxlpItJz5FXVe0ptBsk_Iq88A5_ZLf0j8/s72-w640-h256-c/Miljonstaden%20radie%202010-2025.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-7128331843219378456</guid><pubDate>Fri, 27 Jun 2025 20:47:00 +0000</pubDate><atom:updated>2025-06-27T22:47:49.516+02:00</atom:updated><title>Teaterpråmen</title><description>&lt;p&gt;Sitter och ser KAJs musikal &quot;Botnia Paradise&quot; och funderade på om inte den kunde göras som en turnerande musikal.&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/UX_BSXS5iPw&quot; width=&quot;320&quot; youtube-src-id=&quot;UX_BSXS5iPw&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Började prata med Google Gemini om hur efartyg för ensable och salong skulle se ut men när jag bad den beräkna biljettpriser blev de helt orimligt, bortåt 3000 kr per biljett. Vi spånade då vidare på temat pråm med bara scenen och då såg det genast bättre ut. Jag bad Gemini skriva en rapport och den spottade ur sig den här,&amp;nbsp;&lt;a href=&quot;https://drive.google.com/file/d/1pCBKrM2aB_j1B7p_20LRw8UMPEjoUOtp/view?usp=sharing&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Förstudie Flytande Teaterpråm&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;Orkar man inte läsa hela den så klipper jag in slutsatsen från den nedan.&lt;br /&gt;&lt;br /&gt;Jag har själv ingen som helst teaterkunskap så jag skänker helt enkelt bort idén till någon som har kunskap nog att genomföra eller förkasta den.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;Slutsats&lt;/h2&gt;&lt;p&gt;Detta robusta och genomtänkta förslag för en flytande teaterpråm, med sin stora salongskapacitet (1300 platser), integrerade barer och en optimerad turnéplan, visar en mycket stark potential. Trots högre initiala investeringar jämfört med en mindre salong, genererar den ökade kapaciteten betydligt högre intäktsmöjligheter från både biljett- och barförsäljning.&lt;/p&gt;&lt;p&gt;De beräknade biljettpriserna, som ligger i spannet cirka 421 SEK till 702 SEK (inklusive moms), är exceptionellt konkurrenskraftiga för en musikalproduktion av denna magnitud i Skandinavien. Den större salongen gör det dessutom möjligt att fullt ut dra nytta av det rika publikunderlaget i de största städerna, och pråmens rörlighet innebär att en storskalig musikaluppsättning på svenska kan nå en bredare geografisk publik än vad som är möjligt med en fast scen. Konceptet framstår som en synnerligen lönsam och innovativ modell för att föra storskalig scenkonst närmare en bred publik längs våra kuster.&lt;/p&gt;</description><link>http://sma-funderingar.blogspot.com/2025/06/teaterpramen.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/UX_BSXS5iPw/default.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-8948254520397184243</guid><pubDate>Tue, 03 Jun 2025 20:47:00 +0000</pubDate><atom:updated>2025-09-05T23:01:00.050+02:00</atom:updated><title>Under Göteborgs yta: En framtidsvision om spårväg som förändrar staden</title><description>&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;i&gt;En AI-genererad post om en möjlig pre-metro i Göteborg.&lt;/i&gt;&lt;/span&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-sourcepos=&quot;9:1-9:322&quot;&gt;Har du någonsin stått i rusningstrafik och drömt om ett Göteborg där resan från A till B går smidigare, snabbare och mer effektivt? Ett Göteborg där fler stadsdelar är smidigt sammankopplade med stadens puls, utan att lägga ytterligare tryck på redan hårt belastade vägar? Tänk om lösningen fanns precis under våra fötter?&lt;/p&gt;&lt;p data-sourcepos=&quot;11:1-11:427&quot;&gt;Vi älskar våra spårvagnar i Göteborg. De är en ikonisk del av stadsbilden, en pålitlig ryggrad i kollektivtrafiken. Men med en stad som växer så det knakar – nya bostäder, nya arbetsplatser och ett ständigt ökande invånarantal – står vi inför utmaningar. Hur kan vi säkerställa att även de mest tätbefolkade områdena, de som idag saknar den effektiva spårvägskopplingen, får tillgång till en modern och hållbar kollektivtrafik?&lt;/p&gt;&lt;hr data-sourcepos=&quot;13:1-13:3&quot; /&gt;&lt;h2 data-sourcepos=&quot;15:1-15:89&quot;&gt;En vision bortom dagens nät: Spårväg &lt;strong&gt;M1&lt;/strong&gt; – från Avenyn till Kallebäck – under jord!&lt;/h2&gt;&lt;p data-sourcepos=&quot;17:1-17:339&quot;&gt;Föreställ dig en framtid där spårvagnarna inte bara slingrar sig fram ovan jord, utan också dyker ner i underjorden för att effektivt ansluta de delar av staden som idag känns lite för långt bort från rälsen. Detta är inte science fiction från en avlägsen framtid, utan en vision som tar fasta på Göteborgs unika förutsättningar och behov.&lt;/p&gt;&lt;p data-sourcepos=&quot;19:1-19:365&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhcjwNHGNt_5GV5RyrXnj-9B5pMAJ_DAZgjB6oYLz-da3xMm87eqGtPRSNHJ-4MQrU4jR-O2j1-j4vmyDfdsoyVfKOGTgwlWrm8eyt6RwRsUDM7BOWZMn8obUatXu4Hk08Hr5KpcQXQdJ3AmLZxPPAqK0pzSHkM6rlN2SZ2zzzo-XL_9YSwh8myUsSBENs&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhcjwNHGNt_5GV5RyrXnj-9B5pMAJ_DAZgjB6oYLz-da3xMm87eqGtPRSNHJ-4MQrU4jR-O2j1-j4vmyDfdsoyVfKOGTgwlWrm8eyt6RwRsUDM7BOWZMn8obUatXu4Hk08Hr5KpcQXQdJ3AmLZxPPAqK0pzSHkM6rlN2SZ2zzzo-XL_9YSwh8myUsSBENs=w400-h266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-sourcepos=&quot;19:1-19:365&quot;&gt;Vi pratar om &lt;strong&gt;M1&lt;/strong&gt;, en ny, underjordisk spårvägslinje som kopplar samman &lt;strong&gt;Avenyn&lt;/strong&gt; med &lt;strong&gt;Johanneberg&lt;/strong&gt;, &lt;strong&gt;Burås&lt;/strong&gt;, &lt;strong&gt;Korsvägen&lt;/strong&gt;, &lt;strong&gt;Krokslätt&lt;/strong&gt; och hela vägen bort till &lt;strong&gt;Kallebäck&lt;/strong&gt;. Denna cirka &lt;strong&gt;4 kilometer&lt;/strong&gt; långa sträcka skulle betjäna en betydande del av Göteborgs befolkning, och dess stationer är strategiskt placerade i områden med hög befolkningstäthet:&lt;/p&gt;&lt;ul data-sourcepos=&quot;21:1-26:0&quot;&gt;
&lt;li data-sourcepos=&quot;21:1-21:36&quot;&gt;&lt;strong&gt;Johanneberg:&lt;/strong&gt; ca 9 800 invånare&lt;/li&gt;
&lt;li data-sourcepos=&quot;22:1-22:30&quot;&gt;&lt;strong&gt;Burås:&lt;/strong&gt; ca 5 740 invånare&lt;/li&gt;
&lt;li data-sourcepos=&quot;23:1-23:92&quot;&gt;&lt;strong&gt;Korsvägen:&lt;/strong&gt; ca 6 200 invånare (med närhet till stora evenemangsstråk och arbetsplatser)&lt;/li&gt;
&lt;li data-sourcepos=&quot;24:1-24:34&quot;&gt;&lt;strong&gt;Krokslätt:&lt;/strong&gt; ca 3 800 invånare&lt;/li&gt;
&lt;li data-sourcepos=&quot;25:1-26:0&quot;&gt;&lt;strong&gt;Kallebäck:&lt;/strong&gt; ca 6 200 invånare&lt;/li&gt;
&lt;/ul&gt;&lt;p data-sourcepos=&quot;27:1-27:209&quot;&gt;Sammanlagt bor det alltså närmare &lt;strong&gt;32 000 invånare&lt;/strong&gt; i direkt anslutning till de föreslagna stationerna längs M1, vilket understryker det stora behovet av en förbättrad kollektivtrafiklösning i dessa områden.&lt;/p&gt;&lt;hr data-sourcepos=&quot;29:1-29:3&quot; /&gt;&lt;h3 data-sourcepos=&quot;31:1-31:28&quot;&gt;Kartan som visar behovet&lt;/h3&gt;&lt;p data-sourcepos=&quot;33:1-33:244&quot;&gt;För att sätta denna vision i sitt sammanhang, titta på kartan nedan. Den belyser tydligt områden med hög befolkningstäthet i Göteborg som idag saknar direkt spårvagnsanslutning. Det är just här en linje som M1 kan göra allra störst skillnad.&lt;/p&gt;&lt;hr data-sourcepos=&quot;35:1-35:3&quot; /&gt;&lt;p data-sourcepos=&quot;37:1-37:89&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXrilQTxslz8v4kf3CmGbYWWokNvHYjcn0i6QfY4MD47WIsCUWLyc1xtwFNjyECxuqzoynkX0ogkhN81vph17JbKgcTF3uORp507mKfi1wdjVEjb58P75U1dAIqDVMvEfMRVJe3cSGEb0Uc28JhEdw-KmnDtxLGCjU8nEp4NFxG54dJ4yZatwNLXA6Xw0/s3288/M1%20f%C3%B6re.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;3288&quot; height=&quot;533&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXrilQTxslz8v4kf3CmGbYWWokNvHYjcn0i6QfY4MD47WIsCUWLyc1xtwFNjyECxuqzoynkX0ogkhN81vph17JbKgcTF3uORp507mKfi1wdjVEjb58P75U1dAIqDVMvEfMRVJe3cSGEb0Uc28JhEdw-KmnDtxLGCjU8nEp4NFxG54dJ4yZatwNLXA6Xw0/w640-h533/M1%20f%C3%B6re.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-sourcepos=&quot;39:1-39:192&quot;&gt;&lt;em&gt;Karta som visar områden med hög befolkningstäthet i Göteborg som idag saknar spårvagnsanslutning. De markerade områdena representerar ett stort behov av förbättrad kollektivtrafik. Ju rödare desto tätare.&lt;/em&gt;&lt;/p&gt;&lt;hr data-sourcepos=&quot;41:1-41:3&quot; /&gt;&lt;p data-sourcepos=&quot;43:1-43:329&quot;&gt;Att bygga ut spårväg ovan jord i dessa redan etablerade och tätt bebyggda områden är ofta komplext, utrymmeskrävande och störande under byggtiden. En underjordisk lösning skulle kunna ge en direkt och snabb förbindelse utan att ta upp värdefull yta ovan jord, samtidigt som den minimerar störningarna för boende och verksamheter.&lt;/p&gt;&lt;hr data-sourcepos=&quot;45:1-45:3&quot; /&gt;&lt;h2 data-sourcepos=&quot;47:1-47:55&quot;&gt;Anslutning till nuvarande nät och framtida potential&lt;/h2&gt;&lt;p data-sourcepos=&quot;49:1-49:513&quot;&gt;Anslutningen till dagens spårvagnsnät vid Avenyn skulle ske via en &lt;strong&gt;ramp mellan Engelbrektsgatan och Berzeliigatan&lt;/strong&gt;. Tack vare gatans naturliga lutning i detta avsnitt kan rampen hållas relativt kort, vilket minimerar påverkan på ytan. Vid Korsvägen skulle &lt;strong&gt;M1&lt;/strong&gt; ha en vital knutpunkt som skapar en sömlös anslutning till den kommande &lt;strong&gt;Västlänken&lt;/strong&gt;, vilket revolutionerar reseflödena och möjliggör smidiga byten mellan den nya underjordiska spårvägen, Västlänkens tåg och befintliga spårvagns- och busslinjer.&lt;/p&gt;&lt;p data-sourcepos=&quot;51:1-51:382&quot;&gt;En av de mest strategiska aspekterna med &lt;strong&gt;M1&lt;/strong&gt; är dock dess &lt;strong&gt;framtidssäkrade design&lt;/strong&gt;. Linjen skulle byggas med dimensioner och standarder som gör att den i framtiden kan &lt;strong&gt;konverteras till en fullfjädrad tunnelbanelinje&lt;/strong&gt;. Det innebär att vi bygger infrastruktur som kan växa med Göteborgs framtida behov, och hantera ännu större resandeflöden om staden fortsätter att expandera.&lt;/p&gt;&lt;hr data-sourcepos=&quot;53:1-53:3&quot; /&gt;&lt;h3 data-sourcepos=&quot;55:1-55:33&quot;&gt;M1-linjens upptagningsområden&lt;/h3&gt;&lt;p data-sourcepos=&quot;57:1-57:258&quot;&gt;Den här kartan visualiserar den föreslagna M1-linjen och dess stationers upptagningsområden. Den visar tydligt hur linjen effektivt binder samman de tätbefolkade områdena med stadens centrala knutpunkter och ger en ny dimension av kollektivtrafik i Göteborg.&lt;/p&gt;&lt;hr data-sourcepos=&quot;59:1-59:3&quot; /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRmkJYTDDEMUFMoxuWQZ7iRbKohn1vSzHZEfOfbeGlCCicDREmsopNHvrw3dYB2BVaq3d34bHKglFpPkua7ONZQULUL-2UjCO6pL23ZeJl2gsRYMnPxciEAwqxCLlXNO6oGonRqfqe7tJobM40r0hRdqSptrIZdoNmTUGd6GimH9BUAyZDnZXDZLRPANA/s3288/M1%20station.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2731&quot; data-original-width=&quot;3288&quot; height=&quot;532&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRmkJYTDDEMUFMoxuWQZ7iRbKohn1vSzHZEfOfbeGlCCicDREmsopNHvrw3dYB2BVaq3d34bHKglFpPkua7ONZQULUL-2UjCO6pL23ZeJl2gsRYMnPxciEAwqxCLlXNO6oGonRqfqe7tJobM40r0hRdqSptrIZdoNmTUGd6GimH9BUAyZDnZXDZLRPANA/w640-h532/M1%20station.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p data-sourcepos=&quot;61:1-61:83&quot;&gt;&lt;em&gt;Karta som visar den föreslagna M1-linjen med dess stationer och respektive upptagningsområden. Linjen sträcker sig från Avenyn via Johanneberg, Burås, Korsvägen, Krokslätt till Kallebäck och kopplar samman viktiga bostads- och arbetsområden.&lt;/em&gt;&lt;/p&gt;&lt;hr data-sourcepos=&quot;65:1-65:3&quot; /&gt;&lt;h2 data-sourcepos=&quot;67:1-67:47&quot;&gt;Vad skulle det kosta och hur snabbt går det?&lt;/h2&gt;&lt;p data-sourcepos=&quot;69:1-69:264&quot;&gt;Att bygga underjordisk infrastruktur är en stor investering, men kostnaden behöver sättas i perspektiv till nyttan det skapar för staden och invånarna. Om vi tittar på liknande projekt i Sverige, som utbyggnaden av Stockholms tunnelbana, kan vi få en uppskattning.&lt;/p&gt;&lt;p data-sourcepos=&quot;71:1-71:434&quot;&gt;Baserat på den pågående utbyggnaden av Stockholms tunnelbana, där nya spår sträcker sig cirka 30 kilometer till en beräknad kostnad av 54 miljarder kronor (i 2016 års prisnivå), kan vi räkna på en ungefärlig kostnad per kilometer. Detta skulle innebära cirka &lt;strong&gt;1,8 miljarder kronor per kilometer&lt;/strong&gt;. För den föreslagna &lt;strong&gt;M1&lt;/strong&gt;-linjen, som är ungefär 4 kilometer lång, skulle en grov uppskattning landa på cirka &lt;strong&gt;7,2 miljarder kronor&lt;/strong&gt;.&lt;/p&gt;&lt;p data-sourcepos=&quot;73:1-73:252&quot;&gt;Det är viktigt att komma ihåg att detta är en överslagsberäkning. Faktiska kostnader kan variera stort beroende på geologiska förhållanden, antal och komplexitet på stationer, samt andra specifika utmaningar som kan uppstå under ett sådant byggprojekt.&lt;/p&gt;&lt;h3 data-sourcepos=&quot;75:1-75:29&quot;&gt;Revolutionerande restider&lt;/h3&gt;&lt;p data-sourcepos=&quot;77:1-77:402&quot;&gt;Med en underjordisk linje som &lt;strong&gt;M1&lt;/strong&gt;, fri från trafikstockningar och korsningar, kan vi förvänta oss en drastisk minskning av restiderna. Baserat på en genomsnittlig hastighet som liknar tunnelbanesystem skulle en resa från &lt;strong&gt;Avenyn till Kallebäck&lt;/strong&gt;, inklusive stopp vid Korsvägen, Johanneberg, Burås och Krokslätt, kunna ta så lite som &lt;strong&gt;8-9 minuter&lt;/strong&gt;. Jämför det med dagens restider i rusningstrafik!&lt;/p&gt;&lt;hr data-sourcepos=&quot;79:1-79:3&quot; /&gt;&lt;h2 data-sourcepos=&quot;81:1-81:60&quot;&gt;En innovativ lösning: Batteridrivna spårvagnar i tunneln?&lt;/h2&gt;&lt;p data-sourcepos=&quot;83:1-83:204&quot;&gt;När vi talar om en framtidsvision är det viktigt att tänka utanför boxen och dra nytta av ny teknik. En spännande möjlighet för &lt;strong&gt;M1&lt;/strong&gt; är att använda sig av &lt;strong&gt;batteridrivna spårvagnar i tunnelavsnitten&lt;/strong&gt;.&lt;/p&gt;&lt;p data-sourcepos=&quot;85:1-85:311&quot;&gt;Traditionella spårvagnar drivs via en strömavtagare som tar ström från en kontaktledning ovanför spåret. Detta kräver en viss bygghöjd för tunneln för att ge plats åt kontaktledningen och strömavtagaren. Om spårvagnarna istället kunde drivas av batterier i tunneln, skulle de inte behöva ha strömavtagaren uppe.&lt;/p&gt;&lt;h3 data-sourcepos=&quot;87:1-87:40&quot;&gt;Fördelar med batteridrift i tunneln:&lt;/h3&gt;&lt;ul data-sourcepos=&quot;89:1-93:0&quot;&gt;
&lt;li data-sourcepos=&quot;89:1-89:326&quot;&gt;&lt;strong&gt;Mindre tunneldiameter:&lt;/strong&gt; Den kanske mest signifikanta fördelen. Utan krav på utrymme för kontaktledning och uppfälld strömavtagare kan tunneldiametern minskas. Detta kan leda till &lt;strong&gt;betydande kostnadsbesparingar&lt;/strong&gt; vid tunneldrivning, då varje minskning i diameter har stor effekt på mängden berg som behöver sprängas bort.&lt;/li&gt;
&lt;li data-sourcepos=&quot;90:1-90:153&quot;&gt;&lt;strong&gt;Flexibilitet i tunneldesign:&lt;/strong&gt; En mindre tunnel kan vara enklare att anpassa till de geologiska förhållandena och befintlig infrastruktur under mark.&lt;/li&gt;
&lt;li data-sourcepos=&quot;91:1-91:166&quot;&gt;&lt;strong&gt;Estetik ovan jord:&lt;/strong&gt; På de delar av linjen som eventuellt går ovan jord skulle det vara möjligt att helt undvika kontaktledningar, vilket ger en renare stadsbild.&lt;/li&gt;
&lt;li data-sourcepos=&quot;92:1-93:0&quot;&gt;&lt;strong&gt;Minskad buller och vibrationer:&lt;/strong&gt; Även om spårvagnar redan är tysta, kan avsaknaden av mekanisk kontakt mellan strömavtagare och kontaktledning bidra till en än mer tystgående drift i tunneln.&lt;/li&gt;
&lt;/ul&gt;&lt;h3 data-sourcepos=&quot;94:1-94:26&quot;&gt;Utmaningar att beakta:&lt;/h3&gt;&lt;ul data-sourcepos=&quot;96:1-100:0&quot;&gt;
&lt;li data-sourcepos=&quot;96:1-96:174&quot;&gt;&lt;strong&gt;Batterikapacitet och räckvidd:&lt;/strong&gt; Batterierna måste ha tillräcklig kapacitet för att driva vagnarna genom hela tunnelavsnittet, samt klara av acceleration och inbromsning.&lt;/li&gt;
&lt;li data-sourcepos=&quot;97:1-97:218&quot;&gt;&lt;strong&gt;Laddningsinfrastruktur:&lt;/strong&gt; Effektiva laddningslösningar skulle behövas vid stationerna eller depåerna. Snabbladdning vid ändstationer eller viktiga knutpunkter är en möjlighet som redan implementeras i andra städer.&lt;/li&gt;
&lt;li data-sourcepos=&quot;98:1-98:126&quot;&gt;&lt;strong&gt;Vikt och utrymme:&lt;/strong&gt; Batterierna tar upp utrymme och lägger till vikt på vagnarna, vilket kan påverka design och kapacitet.&lt;/li&gt;
&lt;li data-sourcepos=&quot;99:1-100:0&quot;&gt;&lt;strong&gt;Kostnad och livslängd:&lt;/strong&gt; Kostnaden för stora batteripaket och deras livslängd är faktorer som måste beaktas i en helhetskalkyl.&lt;/li&gt;
&lt;/ul&gt;&lt;p data-sourcepos=&quot;101:1-101:366&quot;&gt;Tekniken för batteridrivna spårvagnar och fordon utvecklas snabbt. Redan idag finns exempel på spårvagnar som kan köra kortare sträckor utan kontaktledning, och utvecklingen går mot längre räckvidder och effektivare laddning. Att implementera detta på en ny underjordisk linje som &lt;strong&gt;M1&lt;/strong&gt; skulle placera Göteborg i framkanten av hållbar och innovativ kollektivtrafik.&lt;/p&gt;&lt;hr data-sourcepos=&quot;103:1-103:3&quot; /&gt;&lt;h2 data-sourcepos=&quot;105:1-105:38&quot;&gt;En dröm eller en framtida realitet?&lt;/h2&gt;&lt;p data-sourcepos=&quot;107:1-107:307&quot;&gt;Visst, detta är just nu en vision, en dröm om hur Göteborg kan utvecklas. Men vi vet att stora städer världen över framgångsrikt har implementerat underjordiska spårvägar och tunnelbanor för att hantera tillväxt och förbättra livskvaliteten. Det kräver mod, långsiktig planering och betydande investeringar.&lt;/p&gt;&lt;p data-sourcepos=&quot;109:1-109:391&quot;&gt;Men tänk på vad vi kan vinna: En mer sammanhållen stad, snabbare resor, en bättre miljö och en kollektivtrafik som verkligen möter invånarnas behov i varje hörn av Göteborg. En underjordisk spårvägslinje &lt;strong&gt;M1&lt;/strong&gt; skulle inte bara vara en transportlösning, utan en katalysator för stadsutveckling och en livskvalitetshöjare för de närmare 32 000 göteborgarna längs linjen – och för hela staden.&lt;/p&gt;&lt;p data-sourcepos=&quot;111:1-111:120&quot;&gt;Vad tror du? Är det dags att börja drömma större om Göteborgs kollektivtrafik och ta visionen om &lt;strong&gt;M1&lt;/strong&gt; till nästa nivå?&lt;/p&gt;&lt;h3 data-sourcepos=&quot;113:1-113:11&quot;&gt;Källor:&lt;/h3&gt;&lt;ul data-sourcepos=&quot;114:1-115:71&quot;&gt;
&lt;li data-sourcepos=&quot;114:1-114:134&quot;&gt;&lt;response-element ng-version=&quot;0.0.0-PLACEHOLDER&quot;&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;link-block class=&quot;ng-star-inserted&quot;&gt;&lt;!----&gt;&lt;a _nghost-ng-c668331375=&quot;&quot; class=&quot;ng-star-inserted&quot; externallink=&quot;&quot; href=&quot;https://www.regionstockholm.se/kollektivtrafik/projekt-inom-kollektivtrafiken/nya-tunnelbanan/&quot; jslog=&quot;197247;track:generic_click,impression;BardVeMetadataKey:[[&amp;quot;r_ed8b32408c9ddd31&amp;quot;,&amp;quot;c_34320f8ff9f74aae&amp;quot;,null,&amp;quot;rc_e380f6cda1505417&amp;quot;,null,null,&amp;quot;sv&amp;quot;,null,1,null,null,1,0]]&quot; rel=&quot;noopener&quot; target=&quot;_blank&quot;&gt;Nya tunnelbanan - Region Stockholm&lt;/a&gt;&lt;!----&gt;&lt;/link-block&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;/response-element&gt;&lt;/li&gt;
&lt;li data-sourcepos=&quot;115:1-115:71&quot;&gt;&lt;response-element ng-version=&quot;0.0.0-PLACEHOLDER&quot;&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;link-block class=&quot;ng-star-inserted&quot;&gt;&lt;!----&gt;&lt;a _nghost-ng-c668331375=&quot;&quot; class=&quot;ng-star-inserted&quot; externallink=&quot;&quot; href=&quot;https://nyatunnelbanan.se/om/&quot; jslog=&quot;197247;track:generic_click,impression;BardVeMetadataKey:[[&amp;quot;r_ed8b32408c9ddd31&amp;quot;,&amp;quot;c_34320f8ff9f74aae&amp;quot;,null,&amp;quot;rc_e380f6cda1505417&amp;quot;,null,null,&amp;quot;sv&amp;quot;,null,1,null,null,1,0]]&quot; rel=&quot;noopener&quot; target=&quot;_blank&quot;&gt;Nya tunnelbanan – Om nya tunnelbanan&lt;/a&gt;&lt;/link-block&gt;&lt;/response-element&gt;&lt;/li&gt;&lt;/ul&gt;</description><link>http://sma-funderingar.blogspot.com/2025/06/under-goteborgs-yta-en-framtidsvision.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhcjwNHGNt_5GV5RyrXnj-9B5pMAJ_DAZgjB6oYLz-da3xMm87eqGtPRSNHJ-4MQrU4jR-O2j1-j4vmyDfdsoyVfKOGTgwlWrm8eyt6RwRsUDM7BOWZMn8obUatXu4Hk08Hr5KpcQXQdJ3AmLZxPPAqK0pzSHkM6rlN2SZ2zzzo-XL_9YSwh8myUsSBENs=s72-w400-h266-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-8709694700587342701</guid><pubDate>Sun, 27 Apr 2025 06:54:00 +0000</pubDate><atom:updated>2025-04-27T09:17:51.575+02:00</atom:updated><title>Skolkvarteret</title><description>&lt;p&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; white-space-collapse: preserve;&quot;&gt;Inspirerad av nya&amp;nbsp; Backaplans struktur, som i grunden baserar sig på 9 kvarter som bildar ett storkvarter, så funderade jag lite på vad som skulle hända om man baserade storkvarterens storlek efter något som behövs i alla stadsdelar, centrala som perifera, skolor.&lt;/span&gt;&lt;/p&gt;&lt;span id=&quot;docs-internal-guid-f5e353b4-7fff-0c03-5621-e302cfc487a5&quot;&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Jag utgår från en trespårig F-9-skola och räknade baklänges därifrån. Jag ansatte att det går 25 elever per klass och att dte därför går ca 75 barn per årskurs. Statistiken för 2023 ger att då hade Göteborg 604 616 invånare och varje årskull i åldrarna 7 till 15 år var ca 6500 barn. En trespårig skola med 75 elever i varje årskull motsvarar då ca 7000 invånare. För att få en hyfsad täthet så räknade jag på 200 invånare per hektar och kom fram till att storkvarteret behöver vara ca 35 hektar. Om man väljer storkvarters storleken 600×600m så får man en yta på 36 hektar vilket är nära nog.&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Storkvarterets inre struktur&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Om man delar in hela storkvarteret i 100 mindre kvarter (10×10) så får man en kvartersstorlek på 60×60m, vilket motsvarar den storlek kvarteren har i Lundby Park. Dessa rutor kan sedan delas in i fem “cirklar” med olika syften och täthet.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;border: none; display: inline-block; height: 376px; overflow: hidden; width: 602px;&quot;&gt;&lt;img height=&quot;376&quot; src=&quot;https://lh7-rt.googleusercontent.com/docsz/AD_4nXcjtfkerqdEMesSP5SX9yQtUCX8x3KcGJG4QxIFti_6xXMAWi_IRInK0okBlx4uxX__p9iwZ2S-ECQYNBjG8gYerzTsG1pqSQDJU1jdi2s7iA_fEYNcF__ELnFVsQIjCGzml8juKA?key=Q1CeWFSsdDuQmAQoX1C00XaV&quot; style=&quot;margin-left: 0px; margin-top: 0px;&quot; width=&quot;602&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Den yttre ringen, orange,&amp;nbsp; som också kommer vända sig mot huvudgatorna, kan byggas likt Lundby Park med lokaler i bottenvåningarna längs hela utsidan. Ytterligare lokaler kan mer valfritt anordnas även på insidan om det finns underlag. Det är den här strukturen som kommer att synas längs huvudgatorna. Det är även här som större delen av arbetsplatserna skall ligga och därför blir tätheten lite lägre än i Lundby Park, låt oss anta 400 inv/ha vilket ger ca 5200 invånare i yttre ringen.&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Ring två, lila, blir en mer ren bostadsring med en glesare struktur. Här är det inte lika viktigt att man håller sig till Lundby Parks strikta slutna kvarter utan man kan tänka sig en mer uppbruten struktur. Det ger en betydligt lägre täthet och jag har antagit 170 invånare/ha vilket ger ca 1700 invånare.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Ring tre, blå, är den intressanta ringen i det här förslaget. Det är här vi hittar småhusen. Varje 60×60-kvarter rymmer 6 tomter med småhus (30×20m styck) och det finns 20 sådana kvarter vilket ger 160 tomter för småhus. Om vi antar att det bor två personer i varje hus, vilket borde vara i underkant så blir det 320 invånare.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Ring 4, vit, är ringen där skolor, förskolor och liknande skall ligga. Det är 12 kvarter så ytan borde räcka.&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Innersta ringen, grön, som snarare är storkvarterets Bulls-Eye, är områdets park. Den är centralt placerad och nära skolor och förskolor samt långt från trafiken på huvudgatorna runt om storkvarteret. Det blir en park lite större än två fotbollsplaner som ligger intill varandra.&amp;nbsp;Dessutom kommer troligen skolzonen inte behöva hela sitt utrymme utan parkzonen kan flyta ihop med skolgårdarna och därför bli något större.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;I storkvartetet kommer det då att finnas ca 7200 invånare vilket stämmer hyfsat med en trespårig skola.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;h4 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Yttre struktur&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Om man lägger ett stort rutnät med storkvarter så får man ett rutnät med huvudgator som ligger 600m isär. Kollektivtrafiken kan då lämpligen dras längs med varje huvudgatan och ha hållplatser i anslutning till varje korsning så alla hållplatser blir byteshållplatser mellan två linjer. Ligger hållplatserna i varje korsning så kommer majoriteten av alla bostäder ligga inom 400m från en hållplats och den villa som får längst till en hållplats får det inte helt avskräckande Manhattanavståndet 480m till närmsta hållplats.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;Sen kommer naturligtvis inte naturen alltid tillåta en så strikt struktur, framförallt inte i ett så backigt område som Göteborg, så man kommer får böja och dra lite i formerna men grundidén med ett storkvarter per skola och yttre kanten byggd med hög täthet borde gå att behålla.

För att bilda sig en uppfattning om hur stora de här kvarteren skulle bi så skulle det i Gullbergsvass få plats ca 2 st.&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 12pt; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-emoji: normal; font-variant-numeric: normal; font-variant-position: normal; vertical-align: baseline; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;</description><link>http://sma-funderingar.blogspot.com/2025/04/skolkvarteret.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh7-rt.googleusercontent.com/docsz/AD_4nXcjtfkerqdEMesSP5SX9yQtUCX8x3KcGJG4QxIFti_6xXMAWi_IRInK0okBlx4uxX__p9iwZ2S-ECQYNBjG8gYerzTsG1pqSQDJU1jdi2s7iA_fEYNcF__ELnFVsQIjCGzml8juKA=s72-c?key=Q1CeWFSsdDuQmAQoX1C00XaV" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-4296327086443636046</guid><pubDate>Fri, 09 Jun 2023 12:20:00 +0000</pubDate><atom:updated>2023-06-09T14:20:01.760+02:00</atom:updated><title>Sammanstrålande gator och parker</title><description>Jag har de senaste åren tillbringat en hel del tid vid Stampen och den lilla ö av stad som finns där. En plats som så här på sommaren vaknar till liv ordentligt och bidrar ordentligt till stadslivet är den lilla parken i mitten av Odinsplatsen. Nu på sommaren är det ofta mycket folk där som sitter i solen och äter och en del barn som leker i fontänen. Det är en otrolig utveckling med tanke på att det för inte så längesedan var en trafikled in till centrum.&lt;div&gt;&lt;br /&gt;&amp;nbsp;

&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhshx4VXhaEjeJLOPFd6f4wq_K2r4JR24IwqPgaLBp1i2JvNVcG6pOZBw-L6f6NNRlrhmRt9KRY0OXv8SEjzcv-EGLFl4OAflxBLtTigKHGrxVdEDCmPKlsm8J9YjJZOw8WZHj6lkIlHgC08Ptek5P_6AZQy4OgDCoVC_z5VLLJ-Uv2L5nYhaMlzDne/s2392/image.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1148&quot; data-original-width=&quot;2392&quot; height=&quot;308&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhshx4VXhaEjeJLOPFd6f4wq_K2r4JR24IwqPgaLBp1i2JvNVcG6pOZBw-L6f6NNRlrhmRt9KRY0OXv8SEjzcv-EGLFl4OAflxBLtTigKHGrxVdEDCmPKlsm8J9YjJZOw8WZHj6lkIlHgC08Ptek5P_6AZQy4OgDCoVC_z5VLLJ-Uv2L5nYhaMlzDne/w640-h308/image.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Odinsplatsen före ombyggnaden&lt;br /&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxkpAnlIByQBxXrtxuspPyYRnWtpN-A-JN_MYYvTtf2_-WYw8xvaa5d6KHZcofEhGcp2UteoXfheqdSWk2PlnVbZKSjAsyvVzxW9j8JjER2_AmU6fzVLqvnBqGjpPxIk6-HBZKelO-Xh2v3kn-j-36hLrlIRF_MNqWJyCDVtUBA4tigNaov4t29UJ4/s2392/image.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1148&quot; data-original-width=&quot;2392&quot; height=&quot;308&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxkpAnlIByQBxXrtxuspPyYRnWtpN-A-JN_MYYvTtf2_-WYw8xvaa5d6KHZcofEhGcp2UteoXfheqdSWk2PlnVbZKSjAsyvVzxW9j8JjER2_AmU6fzVLqvnBqGjpPxIk6-HBZKelO-Xh2v3kn-j-36hLrlIRF_MNqWJyCDVtUBA4tigNaov4t29UJ4/w640-h308/image.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Odinsplatsen i april i år&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;
  
&lt;br /&gt;&lt;br /&gt;Funderade lite på vilka fler platser av denna typ, ett antal gator strålar in mot en rund plats med park i mitten omgiven av stad. Jag hittade ingen mer i Göteborg och kikade mot stockholm, där finns Karlaplan, en betydligt större varient med en ordentlig park i mitten. Jag har aldrig varit där så jag vet inte om den ger bra stadskänsla, men fler än så hittade jag inte. Det betyder naturligtvis inte att det inte finns fler, men inga fler uppenbara.&lt;div&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Så om man istället ser framåt, var skulle vi kunna skapa stadskänsla med den här typen av platser? Jag började kolla bland våra större stadsbyggnadsprojekt för att se en plats med raka gator som strålar in mot en punkt där en rund plats skulle kunna byggas, i Göteborg hittade jag bara en uppenbar plats. Det är till namnet redan en plats men i verkligheten är det bara en väldigt tråkig trafikknut, Swedenborgsplatsen i kanten av det utvecklingsområdet för Backaplan.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeAg7ekN2H2KGufVkHQeKLhlLqCHVVJkcLZTcWxGzB3TB1o5oDlKDkMy8h_Y8Zm9pvTxYtIEeeeXnIlfxRxk1BEDiBrQpKXJnw00o9SUHpF2UBUY9BBPrA7oD6NhK8NylDHLi9RqPHtLWFY8KAE5AiZZtKeZSoawrnmBj1oKUJgHw1ZKpAhcEgIpcm/s1335/image.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1066&quot; data-original-width=&quot;1335&quot; height=&quot;512&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeAg7ekN2H2KGufVkHQeKLhlLqCHVVJkcLZTcWxGzB3TB1o5oDlKDkMy8h_Y8Zm9pvTxYtIEeeeXnIlfxRxk1BEDiBrQpKXJnw00o9SUHpF2UBUY9BBPrA7oD6NhK8NylDHLi9RqPHtLWFY8KAE5AiZZtKeZSoawrnmBj1oKUJgHw1ZKpAhcEgIpcm/w640-h512/image.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Swedenborgsplatsen jämförd med Odinsplatsens&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Som vi ser strålar det idag in fyra gator till Swedenborgsplatsen men en femte finns inritad i programmet för Backaplan, Swedenborgsgatans förlängning upp till Swedenborgsplatsen, på bilden kommer den komma in snett nedifrån höger ungfär där dein vita skåpbilen är i cirkulationen. Ritade in Odinsplatsens storlek på bilden där blå ring motsvarar fasadringen kring Odinsplatsen, den röda körbanans ytterkant och den gröna parkens ytterkant. Som man kan se skulle den passa in bra och endast en enda byggnad skulle behöva rivas för att ge plats åt ett stadsomgärdat plats även här, en stadens för närvarande sista utpost mot nordväst, och det är huset med café Rosa Mi uppe till höger. Man kan tänka sig att man bara bygger de sydöstra delarna i ett första skede och lämnar åt framtiden att sluta platsen helt och då kan Rosa Mi stå kvar ett tag till.&lt;br /&gt;&lt;br /&gt;Så tänk om den här vyn&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirowICD9A4mQvLk_gY4mH2GdeNYnhqHJXSufiP25IUWzR3aHf5stsAYOgBy3VPf5kY1AAYJb9OUQsIEXqDQeDvghb2AUD8igchD28eTTpzOWNz-E62j8qrM9SzAWjMGzTbYOWBv-IAz30bugh4ACPjv2rtvC9pDwtzk6ALIyJvJFHz4Hyjc2r3cWtH/s2560/image.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1154&quot; data-original-width=&quot;2560&quot; height=&quot;288&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirowICD9A4mQvLk_gY4mH2GdeNYnhqHJXSufiP25IUWzR3aHf5stsAYOgBy3VPf5kY1AAYJb9OUQsIEXqDQeDvghb2AUD8igchD28eTTpzOWNz-E62j8qrM9SzAWjMGzTbYOWBv-IAz30bugh4ACPjv2rtvC9pDwtzk6ALIyJvJFHz4Hyjc2r3cWtH/w640-h288/image.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;kunde bli den här&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh174BK3avIMmR8dkyKz7i4XDu9b58FAUc7yvWP25w4wu2y7JHGZWP5R-98cLLRNaodovw-XhPcHulSVQoYULZXMmzUYS4qiNbaJLGCopGLc9fWvqIkxw7KLQwXJYRZ1i4bpuWUdMtKhI4sIH7me6MDNX6r_kB8yEnq6XQULZfcIUrNnkSYPGfHx_43/s2277/image.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1308&quot; data-original-width=&quot;2277&quot; height=&quot;368&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh174BK3avIMmR8dkyKz7i4XDu9b58FAUc7yvWP25w4wu2y7JHGZWP5R-98cLLRNaodovw-XhPcHulSVQoYULZXMmzUYS4qiNbaJLGCopGLc9fWvqIkxw7KLQwXJYRZ1i4bpuWUdMtKhI4sIH7me6MDNX6r_kB8yEnq6XQULZfcIUrNnkSYPGfHx_43/w640-h368/image.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;</description><link>http://sma-funderingar.blogspot.com/2023/06/sammanstralande-gator-och-parker.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhshx4VXhaEjeJLOPFd6f4wq_K2r4JR24IwqPgaLBp1i2JvNVcG6pOZBw-L6f6NNRlrhmRt9KRY0OXv8SEjzcv-EGLFl4OAflxBLtTigKHGrxVdEDCmPKlsm8J9YjJZOw8WZHj6lkIlHgC08Ptek5P_6AZQy4OgDCoVC_z5VLLJ-Uv2L5nYhaMlzDne/s72-w640-h308-c/image.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-5931052014602361015</guid><pubDate>Thu, 23 Mar 2023 21:28:00 +0000</pubDate><atom:updated>2023-03-23T22:43:19.555+01:00</atom:updated><title>Den krympande miljonstaden Göteborg, fördjupad analys 2022</title><description>&lt;p&gt;För lite drygt två år gjorde jag en liten undersökning över &lt;a href=&quot;http://sma-funderingar.blogspot.com/2021/02/den-krympande-miljonstaden-goteborg.html&quot; target=&quot;_blank&quot;&gt;hur stort område kring Göteborg som behövdes för att hysa en miljon invånare&lt;/a&gt; och hur det området krympt med tiden. Då hade jag ingen bättre upplösning för analysen än hela kommuner, nu har jag hittat statistik som baserar sig på en betydligt finmaskigare uppdelning, SCBs DeSo. För att ytterligare förbättra analysen använder jag nu också &lt;a href=&quot;https://www.qgis.org/de/site/&quot; target=&quot;_blank&quot;&gt;QGIS&lt;/a&gt; för att mäta avstånd och göra kartor. Det gör att man nu kan se år från år hur Göteborg krymper men tyvärr sträcker sig den statistiken bara tillbaka till 2010, så de riktigt långsiktiga trenderna kan man inte se.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgGyulp5S4pI7P4K2oxNPcspdrKyl_eftnSmk1XjS04EPeB9JKmAAg1OKEiLxi0XrfXeL6lGhngHddT30okclhnF-_qvVnOqa-EyUbdjcpkT10OGTt2wgCY-iniU6PUUZnYTeDwnhBYn9Y6p63tEFhQEEzIkbD71Xq2ttuK5_rDlQjRfmYxmiQAwSLl&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;2622&quot; data-original-width=&quot;4531&quot; height=&quot;370&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgGyulp5S4pI7P4K2oxNPcspdrKyl_eftnSmk1XjS04EPeB9JKmAAg1OKEiLxi0XrfXeL6lGhngHddT30okclhnF-_qvVnOqa-EyUbdjcpkT10OGTt2wgCY-iniU6PUUZnYTeDwnhBYn9Y6p63tEFhQEEzIkbD71Xq2ttuK5_rDlQjRfmYxmiQAwSLl=w640-h370&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;i&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;I kartan så är 2022 års miljonstad markerad i rött, de områden som fallit utanför gränsen sedan 2021 är blå och den gröna ringen i mitten är åttakilometersstadens gräns.&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;För att börja med årets resultat så krympte miljonstadens diameter från 40 681 meter till 40 075 meter, dvs Göteborgs diameter krympte med 606m, Om den takten håller i sig skulle Göteborg nå åttakilometersstaden om ca 51 år. Det är betydligt är en betydligt långsammare krympningstakt än både den 50-åriga trenden med 1152m/år och den 12-åriga trenden på 1401m/år, detta trots att de centrala delarna vuxit rekordmycket. I diagrammet ser man dessutom att den här trenden har hållit i sig de senaste åren.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhf6xYLIg4W-_53yJfjfvA-xEo6PS3jOvRTdwCyvLYe76gp60O9GEamZxw3LVTcmCBuVARsCBZ8jDJ-yDe4C9CUAlP5_C_DL8dW2dsj0hc0j7Z8aPeVQto1bqCySUbMeR9uAWVS7CrVomBkj6V9i8fwOUoM7LsTx1w6OgdpSxGhQrSSVGx3SIhWAtNn&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;809&quot; data-original-width=&quot;1404&quot; height=&quot;368&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhf6xYLIg4W-_53yJfjfvA-xEo6PS3jOvRTdwCyvLYe76gp60O9GEamZxw3LVTcmCBuVARsCBZ8jDJ-yDe4C9CUAlP5_C_DL8dW2dsj0hc0j7Z8aPeVQto1bqCySUbMeR9uAWVS7CrVomBkj6V9i8fwOUoM7LsTx1w6OgdpSxGhQrSSVGx3SIhWAtNn=w640-h368&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;Så vad kan då ligga bakom den låga hastigheten de senaste åren? För att se om det är någott speciellt med området på lite drygt 40km så ritade jag upp antalet personer som bor per 2km-intervall från Göteborg och fick fram ett diagram som tydligt visar att mellan 40km och 44km bor det betydlligt fler än på de intilliggande intervallen, så då är det inte så konstigt att takten går ner.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEimIXQCMtPpls-MAKug_esnxbBCDqTtOhGcx7o9h9LtISY9PcpPVfsmyRCcyI6cGmKfNplGb1vN913bQKLoSm8GCQ4Q9IWHbRaw6PW-UenQwX-xX3u2v1DBgkaKsUEClXJasOBHw2eYl2yUVDefwHEwlQVpLYkmNA7n9fcgja0_OSe6X8CTqLC8xXnY&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1098&quot; data-original-width=&quot;1951&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEimIXQCMtPpls-MAKug_esnxbBCDqTtOhGcx7o9h9LtISY9PcpPVfsmyRCcyI6cGmKfNplGb1vN913bQKLoSm8GCQ4Q9IWHbRaw6PW-UenQwX-xX3u2v1DBgkaKsUEClXJasOBHw2eYl2yUVDefwHEwlQVpLYkmNA7n9fcgja0_OSe6X8CTqLC8xXnY=w640-h360&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Om man istället ritar upp antalet personer som bor i de områden som lämnar miljonstaden så blir bilden en annan. Om man bortser från pandemiåren så är invånarantalet i de områden som faller utanför gränsen hyfsat stabil och under 2022 så var det väldigt nära genomsnittsåret.&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEglh4wz7d4j8Y1r1t5hvngjWrh0FB-UdELWSvaTi1x4m2UFNnLn50vJNMIsssXMvJ3N4yWDuUdI6f9tNzojvKRlpFBKWoE2LCcdHYqZF8xKqon5GxHU-JodZPQup3AMrIsRTFleIQQk8O3xiVmwsEgIUjUOEi4Uoj8YVutcnyPZ2x5HzkpYmTXONh5A&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;593&quot; data-original-width=&quot;1048&quot; height=&quot;362&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEglh4wz7d4j8Y1r1t5hvngjWrh0FB-UdELWSvaTi1x4m2UFNnLn50vJNMIsssXMvJ3N4yWDuUdI6f9tNzojvKRlpFBKWoE2LCcdHYqZF8xKqon5GxHU-JodZPQup3AMrIsRTFleIQQk8O3xiVmwsEgIUjUOEi4Uoj8YVutcnyPZ2x5HzkpYmTXONh5A=w640-h362&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Så om vi blickar framåt så kan vi förvänta oss att hastigheten kommer att öka igen under den kommande 10-årsperioden då vi kommer in i ett område med låg befolkning. Om vi tappar ca 12 000 invånare per år så kommer gränsen att förflytta sig till ca 26km, dvs vi är tillbaka på ca 1400m/år som tidigare. Men efter det kan vi förvänta oss att takten går ner igen då gränsen närmar sig tätare befolkade områden igen.&lt;/p&gt;</description><link>http://sma-funderingar.blogspot.com/2023/03/den-keympande-miljonstaden-gotborg.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEgGyulp5S4pI7P4K2oxNPcspdrKyl_eftnSmk1XjS04EPeB9JKmAAg1OKEiLxi0XrfXeL6lGhngHddT30okclhnF-_qvVnOqa-EyUbdjcpkT10OGTt2wgCY-iniU6PUUZnYTeDwnhBYn9Y6p63tEFhQEEzIkbD71Xq2ttuK5_rDlQjRfmYxmiQAwSLl=s72-w640-h370-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-6253065457081939369</guid><pubDate>Thu, 24 Nov 2022 21:28:00 +0000</pubDate><atom:updated>2022-11-24T22:28:25.388+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Stadsbyggnad</category><title>Hjalmar Brantingsgatan del 3</title><description>&lt;div class=&quot;separator&quot;&gt;&lt;div&gt;När jag satt och läste boken Koden för en bra stad av Robert Lavelid och såg att e-talet för Haussmannkvarteren i Paris ligger i storleksordningen 4 blev jag nyfiken på vad motsvarande täthet längs norra sidan av Hjalmar Brantingsgatan skulle ge för ekonomiskt resultat för en nedgrävning av spårvägen jag skrivit om tidigare.&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img height=&quot;640&quot; 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&quot; title=&quot;Framtidens Hjalmar Brantingsgatan?&quot; width=&quot;640&quot; /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;b&gt;Framtidens Hjalmar Brantingsgatan?&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;De förutsättningar jag fått fram tidigare är:&lt;/div&gt;&lt;div&gt;Ny byggbar yta tack vare nedgrävnibgen och gatans avsmalnande 6,9ha&lt;/div&gt;&lt;div&gt;Kostnad för nedgrävning av spårväg 464 miljoner i 2014 års prisnivå.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Jag hittade dessutom vad marken på överdäckningen vid Gullvergsvass är värd och det är 1-1,6 miljarder för 120 000m².&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Så om man summerar det här så skulle man få byggrätter till en storlek av 276 000m² längs Hjalmar Brantingsgatan och räknar man med halva markvärdet mot inne i stan skulle det motsvara ett värde av 1,15 - 1,84 miljarder kronor. Om vi dessutom räknar med att priset för att bygga en spårvägstunnel dubblats sedan 2014 så blir kostnaden för det en knapp miljard kronor.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Så även med de rätt hårda antagandena så skulle det utöver en betydligt trevligare stadsbild även bli en ekonomisk vinst att gräva ner spårvägen och sedan sälja marken mellan Wieselgrensplatsen och Eketrägatan.&lt;br /&gt;&lt;br /&gt;Antar vi dessutom att 60% av golvytan används till bostäder och att varje person bor på 50m² så kommer den här åtgärden ge 3300 nya invånare i väldigt kollektivtrafiknära läge och dessutom en hel del arbetsplatser.&lt;br /&gt;&lt;br /&gt;En annan sak vi kan lära oss från omdaningarna av Paris är att vi kan passa på att lägga ner en kulvert intill spårvagnstunneln. Det ger oss betydligt bättre möjligheter att dra fram olika typer av nya ledningar som skulle kunna behövas i framtiden precis som Haussmanns kulvertar under Paris nu uttnyttjas till kabeldragning som inte ens var uppfunnen när de byggdes.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;b&gt;Tidigare delar om Hjalmar Brantingsgatan:&lt;/b&gt;&lt;br /&gt;&lt;a href=&quot;https://sma-funderingar.blogspot.com/2015/01/hjalmar-brantingsgatan.html&quot;&gt;Hjalmar Brantingsgatan del 1&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://sma-funderingar.blogspot.com/2016/03/hjalmar-brantingsgatan-del-2.html&quot;&gt;Hjalmar Brantingsgatan del 2&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Källor:&lt;/b&gt;&lt;/div&gt;Koden för en bra stad, Hussmanns Paris, Robert Lavelid, ISBN 978-91-7917-042-4&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Tjänsteutlåtande&amp;nbsp;Godkännande av genomförandet inom
detaljplan för överdäckning av Götaleden
inom stadsdelen Gullbergsvass, Dnr4656/14, Göteborgs Kommun Fastighetskontoret, 2022-11-21, §229 Fastighetsnämnden 2022-11-21.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Från Backa till Eriksberg
– planeringsinriktning för ytterligare spårväg på Hisingen, Göteborgs Stad Trafikkontoret,&amp;nbsp;ISSN 1103-1530, 2015-12-03&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><link>http://sma-funderingar.blogspot.com/2022/11/hjalmar-brantingsgatan-del-3.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-2508231184026624641</guid><pubDate>Sat, 12 Nov 2022 09:52:00 +0000</pubDate><atom:updated>2022-11-12T10:52:28.610+01:00</atom:updated><title>Öar av stad</title><description>&lt;p&gt;Göteborg är i grunden en väldigt glest befolkad stad och är inte ens nära att nå upp till UN-Habitats gräns för befolkningstäthet på 150 invånare per hektar för att det skall gå att bygga en hållbar stad vad gäller transporter, dvs att det till exempel finns underlag för bra kollektivtrafik som kan konkurrera med bilen mm.&lt;br /&gt;&lt;br /&gt;Men även en gles stad som Göteborg har öar som är täta nog och jag tänkte att det var dags att undersöka var de ligger och hur stora de är. Jag tog med hjälp av QGIS fram ett träd över alla basområdens grannar och började helt enkelt med det tätaste basområdet i stan, lade till den granne som hade högst täthet och fortsatte så till områdets totala täthet kom ner till UN-habitats nivå. Sen gjorde jag om det hela för det största basområdet som inte ingick i föregående område osv.&lt;br /&gt;&lt;br /&gt;På det sättet fick jag fram 25 öar av stad i Göteborgs kommun. Många av dem är så små att de inte är värda att kallas täthetsöar utan är snarare bara ett kvarter med lyckosamt dragna basområdesgränser.&lt;br /&gt;&lt;br /&gt;Så vilka är då våra största öar? Jag listar topp 5 här och det var nog inga större överraskningar på den listan.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;1. Sydvästra Centrum&amp;nbsp;&lt;/h2&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;(109,222 invånare, 7,27km&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 14px;&quot;&gt;²)&lt;/span&gt;&lt;/h4&gt;&lt;div&gt;Det är nog det här de flesta tänker på när de tänker på Göteborg som stad, området söder och väster om centrum. Det man ser är dock stora hål för tex Heden, Chalmers och Vagnhallen i Majorna.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg3C2A7am3R0MW2akxZ1Om7jX8t0Og5ligPn22HrZTtixi9_L2CkPlzcAKT5eK_zHxqzRLl9Z6J79xBHndYJCSjCp5xtAprlS1kNWJHyRoJC3ETOU1qZkd3Tf7a5975KBZIWI8nSjOswq0ou_AGT1f-mzNUfmE4lfSvy9WysPQq6WzQgvr4mzRQqxmp&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;602&quot; data-original-width=&quot;1057&quot; height=&quot;365&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg3C2A7am3R0MW2akxZ1Om7jX8t0Og5ligPn22HrZTtixi9_L2CkPlzcAKT5eK_zHxqzRLl9Z6J79xBHndYJCSjCp5xtAprlS1kNWJHyRoJC3ETOU1qZkd3Tf7a5975KBZIWI8nSjOswq0ou_AGT1f-mzNUfmE4lfSvy9WysPQq6WzQgvr4mzRQqxmp=w640-h365&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;2. Östra centrum&lt;/h2&gt;&lt;/div&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;(24,915 invånare, 1,63km&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 14px;&quot;&gt;²)&lt;/span&gt;&lt;/h4&gt;&lt;div&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white; font-size: 14px;&quot;&gt;Stampen, Lunden mm. Här ser man kilar in i området med kyrkogårdar.&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhO9wbnfamPSvGpP8MmNdbCLtVTDEDlySpTXkKB2XQBW4FrTY1kxdFkzON7ksdzQ8_-J3_8u3P1DHAFNWskfqZzgxsfCaQmY7Y08__OoD_JpixpZaxlI6QjbBSKYnnjB1nGrfMNlnjY-y7ry-M9aigaKub0soBCyBnW_aoIkWxSAZADwf67-41--1u5&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;697&quot; data-original-width=&quot;941&quot; height=&quot;474&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhO9wbnfamPSvGpP8MmNdbCLtVTDEDlySpTXkKB2XQBW4FrTY1kxdFkzON7ksdzQ8_-J3_8u3P1DHAFNWskfqZzgxsfCaQmY7Y08__OoD_JpixpZaxlI6QjbBSKYnnjB1nGrfMNlnjY-y7ry-M9aigaKub0soBCyBnW_aoIkWxSAZADwf67-41--1u5=w640-h474&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;div&gt;&lt;h2&gt;3. Centrala Hisingen&lt;/h2&gt;&lt;/div&gt;&lt;div&gt;&lt;h4&gt;(18,125 invånare, 1,17km&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 14px;&quot;&gt;²)&lt;/span&gt;&lt;/h4&gt;&lt;div&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white; font-size: 14px;&quot;&gt;Här växer det så det knakar, nu är området nästan lika stort som Östra Centrum och spaden har satts i backen för Backaplan, så vi kan inom några år förvänta oss en klättring till andra plats. När jag gjorde motsvarande analys manuellt för bara Hisingen för ett drygt år sedan så ingick inte Rambergsstaden i området men nu har det införlivats tack vare att Lundby Park börjar bli färdigt.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjV8LgesvKooOYFSnEHZHlxOLfd4ym-sQZkGySw_-q_N-9TyyDXGa7vdG9Oe58j-wQfSPdSLLqjEj1mDBGxC6dZeHeCTPcQf8buDcnX-DD-N1OIQ5C-7ErREFmzI2D865Z34llbZcdbqS6tHJlfmKtzhgitPsK80C9LKpu0UnFA6-U85Fke5hsY_AG9&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;697&quot; data-original-width=&quot;941&quot; height=&quot;474&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjV8LgesvKooOYFSnEHZHlxOLfd4ym-sQZkGySw_-q_N-9TyyDXGa7vdG9Oe58j-wQfSPdSLLqjEj1mDBGxC6dZeHeCTPcQf8buDcnX-DD-N1OIQ5C-7ErREFmzI2D865Z34llbZcdbqS6tHJlfmKtzhgitPsK80C9LKpu0UnFA6-U85Fke5hsY_AG9=w640-h474&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white; font-size: 14px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;h2&gt;4. Eriksberg&lt;/h2&gt;&lt;/div&gt;&lt;div&gt;&lt;h4&gt;(6,248 invånare, 0,38km&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 14px;&quot;&gt;²)&lt;/span&gt;&lt;/h4&gt;&lt;div&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white; font-size: 14px;&quot;&gt;Ett område till som är växande. Det byggs två bostadstorn just nu och så snart tågtunneln är färdig finns det en plan på kraftig expansion norr ut. Troligen dock för lite för att ta sig upp på pallen men för att få lite avstånd till femteplatsen som ligger tätt bakom.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjECOuF92smz1HBC9HYymTncf0ArFSOEnJUdGg1dcDoX--oGMY4UXPs_AiSy1oUwcvw6KzmclSIMKcUEibL0ULAvL6uVq7DOakDYGiaQtzcQjsd42FpvnDozhTGioxLgxpKokMH_x0Rl2MZ4Ez_eOhopGaJYXKnaT1etzXxP0FXhV16j9doSoxcVLfV&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;697&quot; data-original-width=&quot;941&quot; height=&quot;474&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjECOuF92smz1HBC9HYymTncf0ArFSOEnJUdGg1dcDoX--oGMY4UXPs_AiSy1oUwcvw6KzmclSIMKcUEibL0ULAvL6uVq7DOakDYGiaQtzcQjsd42FpvnDozhTGioxLgxpKokMH_x0Rl2MZ4Ez_eOhopGaJYXKnaT1etzXxP0FXhV16j9doSoxcVLfV=w640-h474&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div&gt;&lt;h2&gt;5. Västra Bergsjön&lt;/h2&gt;&lt;/div&gt;&lt;div&gt;&lt;h4&gt;(5,233 invånare, 0,31km&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 14px;&quot;&gt;²)&lt;/span&gt;&lt;/h4&gt;&lt;div&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white; font-size: 14px;&quot;&gt;Det här är nog listans överraskning. Balanserandes på gränsen till &lt;a href=&quot;http://sma-funderingar.blogspot.com/2020/11/attakilometersstaden.html&quot;&gt;åttakilometersstaden&lt;/a&gt; ligger detta miljonprogramsområde med glesa lameller. Uppenbarligen går det att få hyfsad täthet även med det om man bara gör det i stor skala.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjuqz2EsPbVPrg2CB5KBEVoa8iTZ-K2mOZ-H2gqINr06axHuFnQ_crbl0HXNwkJTjP8HTxCcU_9bJvDdq0L0LJncymfEQJ0FExTxnguqA6wRZ4OOuC3QhqHW46bWZKjtQprP4HBocxhGowhSSQeeTB1FVQLb9yEoYJ42l3kRhsBbNSPdoZm0V1AzMnH&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;697&quot; data-original-width=&quot;941&quot; height=&quot;474&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjuqz2EsPbVPrg2CB5KBEVoa8iTZ-K2mOZ-H2gqINr06axHuFnQ_crbl0HXNwkJTjP8HTxCcU_9bJvDdq0L0LJncymfEQJ0FExTxnguqA6wRZ4OOuC3QhqHW46bWZKjtQprP4HBocxhGowhSSQeeTB1FVQLb9yEoYJ42l3kRhsBbNSPdoZm0V1AzMnH=w640-h474&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Så vad kan man då ha den här analysen till? Tja egentligen vet jag inte, men den skulle kunna användas för att se var det finns underlag för kollektivtrafik, kanske även för att se var vi behöver täta till för att läka ihop staden till en stor ö istället för 25 små.&lt;br /&gt;&lt;br /&gt;Här kommer en karta med de 10 största öarna inritade där vi kan se var mellanrummen är. Vi ser här att två satelliter, Hammarkullen och Gårdsten kommer med på kartan.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjYHUcDtuKJHYp4QCf11iLj_WM2TjccOk_vT89t_GNOKQHnegioiRNbE2dLn_Pruo2MlzOaQchd9VHBhAsHOOz2hfswavejVWkr61cuJrNMiKWkL0JFZH7GgfWsIMqYac6vWPbQirNF_Q2gTXnjqwS7D2aH96OfQuEVgQmueQjCowwvVdfxU0Io4ihu&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;769&quot; data-original-width=&quot;622&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjYHUcDtuKJHYp4QCf11iLj_WM2TjccOk_vT89t_GNOKQHnegioiRNbE2dLn_Pruo2MlzOaQchd9VHBhAsHOOz2hfswavejVWkr61cuJrNMiKWkL0JFZH7GgfWsIMqYac6vWPbQirNF_Q2gTXnjqwS7D2aH96OfQuEVgQmueQjCowwvVdfxU0Io4ihu=w517-h640&quot; width=&quot;517&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</description><link>http://sma-funderingar.blogspot.com/2022/11/oar-av-stad.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEg3C2A7am3R0MW2akxZ1Om7jX8t0Og5ligPn22HrZTtixi9_L2CkPlzcAKT5eK_zHxqzRLl9Z6J79xBHndYJCSjCp5xtAprlS1kNWJHyRoJC3ETOU1qZkd3Tf7a5975KBZIWI8nSjOswq0ou_AGT1f-mzNUfmE4lfSvy9WysPQq6WzQgvr4mzRQqxmp=s72-w640-h365-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-5586455421298699900</guid><pubDate>Wed, 16 Mar 2022 09:44:00 +0000</pubDate><atom:updated>2022-03-16T10:44:55.640+01:00</atom:updated><title>Hur går det med åttakilometersstaden?</title><description>&lt;p&gt;För ca 1½ år sedan lanserade jag idén om &lt;a href=&quot;http://sma-funderingar.blogspot.com/2020/11/attakilometersstaden.html&quot; target=&quot;_blank&quot;&gt;Göteborg som en åttakilometersstad&lt;/a&gt;. Sedan dess har jag hittat bättre statistik och gör därför en liten fördjupning i siffror.&lt;br /&gt;&lt;br /&gt;Det jag hittat är &lt;a href=&quot;https://www.scb.se/hitta-statistik/regional-statistik-och-kartor/regionala-indelningar/deso---demografiska-statistikomraden/&quot; target=&quot;_blank&quot;&gt;DeSo områden&lt;/a&gt; och befolkningssiffor för dem för åren 2015 - 2020. Det gör att det är lättare att beräkna befolkningen inom området även i Mölndal och Partille. Dessutom kan jag se hur den förändrats under tidsperioden.&lt;br /&gt;&lt;br /&gt;Så jag har valt ut de DeSo som har sin mittpunkt mindre än åtta kilometer från Gustav Adolfs torg och räknar vidare på dem. Vi kan se på kartan nedan vilka områden som räknas in, det blir inte en perfekt match mot cirkeln, men den är nära nog. Arean av de gula områdena är 16 907 hektar medan en perfekt cirkel skulle ha 20 096 hektar. Men som vi kan se på kartan så är det inte så många av de saknade områdena som är speciellt befolkade.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhBw1K8WHoNU0aEaeo0b8ImbW_ehvZd_zgNIZn4jJ5skZ55fPjTYFiPMPomSZHWG0bWP7SWOHLR7FtxAhtBwx2TULBXl6RLHr9pwuXJeMuGCP2WagzP4J8mKfrostvtL7EMpXUGmQ59z1hFu7jBYpRXSs5tA3xMYPEEN4lRnUuEbF98_nySLbUcwojI=s962&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;860&quot; data-original-width=&quot;962&quot; height=&quot;573&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhBw1K8WHoNU0aEaeo0b8ImbW_ehvZd_zgNIZn4jJ5skZ55fPjTYFiPMPomSZHWG0bWP7SWOHLR7FtxAhtBwx2TULBXl6RLHr9pwuXJeMuGCP2WagzP4J8mKfrostvtL7EMpXUGmQ59z1hFu7jBYpRXSs5tA3xMYPEEN4lRnUuEbF98_nySLbUcwojI=w640-h573&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;Så vad är det då jag har fått fram för siffror? Det första är den totala befolkningen, år 2020 var den 485 430 personer och år 2015 var den 453 636 personer. Hur befolkningen förändrats över åren kan vi se i följande diagram.&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiXV2z9QhanjAqGs1tmBuGOuY7Woq2SFhf4e9pd4XldLY1dkm2itgLSHIBn8rITV69XMM2FqcgCiN9gnat2V90YTd8fk4ozQUY9c77LLYtQQz12NlpogLR_UHOdAT_3UZJ6F_Pd5CkmPUCsRxg8xhKFyvtbpDK7W31Vhuc3Ed4A4JNiw22c1JuUv9AR=s892&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;560&quot; data-original-width=&quot;892&quot; height=&quot;402&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiXV2z9QhanjAqGs1tmBuGOuY7Woq2SFhf4e9pd4XldLY1dkm2itgLSHIBn8rITV69XMM2FqcgCiN9gnat2V90YTd8fk4ozQUY9c77LLYtQQz12NlpogLR_UHOdAT_3UZJ6F_Pd5CkmPUCsRxg8xhKFyvtbpDK7W31Vhuc3Ed4A4JNiw22c1JuUv9AR=w640-h402&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;Som vi ser ökar befolkningen stadigt även om det avtog lite under covidåret 2020. Om vi jämför med regionen i stort så ökar befolkningen lika snabbt i åttakilometersstaden som i Stor-Göteborg. Åttakilometersstaden står för lite drygt 46% av Stor-Göteborgs befolkning under hela perioden.&lt;p&gt;&lt;/p&gt;&lt;p&gt;Vidare kan man se på fördelningen mellan kommunerna i åttakilometersstaden och då ser man att Mölndal ökar sin andel av befolkningen. 2015 stod Mölndal för 7,8% av invånarna och andelen hade ökat till 8,4% 2020. Ökningen är helt på Göteborgs bekostnad då Partille under hela perioden stått för 2,7% av befolkningen.&lt;br /&gt;&lt;br /&gt;Så slutsatsen är att det med nuvarande förtätningstakt kommer dröja ca 80 - 100 år innan vi har vuxit ur vårt nuvarande spårvagnsområde så några förlängningar utåt är inget som behövs. Däremot kommer vi sakta men säkert behöva förstärka kapaciteten inom nuvarande område, framförallt mot Mölndalshållet.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Kartbakgrund är från OpenStreetmap medan områdesgränser kommer från SCB.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;</description><link>http://sma-funderingar.blogspot.com/2022/03/hur-gar-det-med-attakilometersstaden.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhBw1K8WHoNU0aEaeo0b8ImbW_ehvZd_zgNIZn4jJ5skZ55fPjTYFiPMPomSZHWG0bWP7SWOHLR7FtxAhtBwx2TULBXl6RLHr9pwuXJeMuGCP2WagzP4J8mKfrostvtL7EMpXUGmQ59z1hFu7jBYpRXSs5tA3xMYPEEN4lRnUuEbF98_nySLbUcwojI=s72-w640-h573-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-1207927565082915435</guid><pubDate>Tue, 11 May 2021 10:23:00 +0000</pubDate><atom:updated>2021-05-11T13:05:27.177+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Stadsbyggnad</category><title>Nästa Gårda?</title><description>Nu är&amp;nbsp; Marieholmstunneln färdig och invigd sen ett tag tillbaka och när man är i området på Hisigssidan så märker man hur det präglas av verksamheter som bygger på billig mark, stora delar upptas av Stena Metalls skrotgård. Det här är ett område som ligger lika nära Gustav Adolfs torg som Liseberg eller Stigbergskajen. Med tanke på tillgängligheten med bil så känns det som om marken borde vara värd en hel del. Skulle man dessutom få för sig att förse området med kollektivtrafik ligger det enbart några minuters bussresa från Gamlestadens station.&lt;br /&gt;&lt;br /&gt;På fastlandssidan finns en motsvarande enklav som även den blir instängd av den nya motrvägsringen, Tingstadstunneln - Marieholmstunneln - E45, som är i princip nästan identiskt nyttjad. Den ligger dessutom på gångavstånd från Gamlestadens station (det finns dock ingen direkt gångväg idag utan man måste runda motorvägsspagettin).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8qgLDRL7-W4Xa5RJDosLWAChP2VdTrqPbq6kCmyvZAcd_pNUv2LjGZNkp7MIj32_5w4BJjgl3FP9vL8x7eglnIZb0vHY_Wjdaf6-ip_mWqCCe47mY3X3-30Rqo0YQOw_PGEZqy83bKW4/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;534&quot; data-original-width=&quot;627&quot; height=&quot;340&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8qgLDRL7-W4Xa5RJDosLWAChP2VdTrqPbq6kCmyvZAcd_pNUv2LjGZNkp7MIj32_5w4BJjgl3FP9vL8x7eglnIZb0vHY_Wjdaf6-ip_mWqCCe47mY3X3-30Rqo0YQOw_PGEZqy83bKW4/w400-h340/image.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Det här borde vara bilistens drömområde, i alla fall den i Tingstad då den har på och avfartsramper rätt in i området. Området i Tingstad är inte helt olikt Gårda som också är isolerat från stan med väldigt god motorvägskoppling. Delen på fastlandet har idag bara en genomfartsgata som kommer från stan i ena änden och sitter ihop med E45 en bit norr ut, så dit är det lite svårare att ta sig.&lt;br /&gt;
&lt;br /&gt;Skulle man nyttja de här två områdena hyfsat ordentligt med bostäder längs älvkanten och höge kontorsbyggnader längs motorvägarna så skulle man med lätthet kunna få in ca 4000 boende och ca 8000 arbetsplatser. Det skulle motsvara ett e-tal på ca 1,4&amp;nbsp; vilket inte är speciellt högt.&lt;br /&gt;&lt;br /&gt;De här två enklaverna vore värda ett litet experiment där man utfärdar en väldigt generell detaljplan för hela området som tillåter ickestörande verksamhet utan höjdbegränsning och se vad som händer. Man kan till och med tillåta nya broar över älven så länge de kan släppa igenom vänertrafiken.&lt;br /&gt;
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&lt;br /&gt;</description><link>http://sma-funderingar.blogspot.com/2016/07/efter-marieholmstunneln.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8qgLDRL7-W4Xa5RJDosLWAChP2VdTrqPbq6kCmyvZAcd_pNUv2LjGZNkp7MIj32_5w4BJjgl3FP9vL8x7eglnIZb0vHY_Wjdaf6-ip_mWqCCe47mY3X3-30Rqo0YQOw_PGEZqy83bKW4/s72-w400-h340-c/image.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-316071568256637350</guid><pubDate>Sat, 10 Apr 2021 08:10:00 +0000</pubDate><atom:updated>2022-01-19T05:49:10.056+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Stadsbyggnad</category><title>Vart tog Hagas befolkning vägen? </title><description>&lt;p&gt;Stadsbyggnadskontoret har nyss lagt ut shape-filer för Göteborg och dess statistiska områden så man kan ladda in dem i ett GIS-program och göra snygga illustrationer över hur saker skiljer sig mellan olika delar av staden. För att testa lite och lära mig hur ett GIS-program fungerar så tänkte jag göra en heatmap över var Göteborgs befolkning växer. På grund av tillgänglig statistik valde jag primärområden som en lämplig indelning att använda och jag valde att se på befolkningstäthetsförändringen sedan 2010.&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWpDL6MwC2bnu3q2QZEp-QK7V2YtHRIC-Z13_adBR3L4z1me9xjVqt8xRZz2sWAK7HDBgQ9XgPq3NA54n5Bs_oynKIJIA2O_-iCb6ZFfiWy3N3uk0u_V29TL54jhkKLGttFeKLnT2XtLM/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;882&quot; data-original-width=&quot;1045&quot; height=&quot;541&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWpDL6MwC2bnu3q2QZEp-QK7V2YtHRIC-Z13_adBR3L4z1me9xjVqt8xRZz2sWAK7HDBgQ9XgPq3NA54n5Bs_oynKIJIA2O_-iCb6ZFfiWy3N3uk0u_V29TL54jhkKLGttFeKLnT2XtLM/w640-h541/image.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Resultatet blev mer eller mindre som förväntat, Norra älvstranden lyser röd (+31 inv/ha) och centrala Hisingen, Frölunda/Högsbo och södra centrum (Krokslätt, Johanneberg och Guldheden) är lite orangeaktiga (+10-20 inv/ha), övriga områden har bara små ökningar.&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;Det som stod ut var att det fanns ett område som lyste blått, dvs hade minskat märkbart i folktäthet de senaste 10 åren och det var Haga (-8 inv/ha).&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi58jMkvys5pEyPw3_Jay16Bdl-7IELzwWF1tpxZNSOAMOMZChL8qYGxq8C05j0lEvYHAzFi5driqq70wlBnYvYQUw7OKN-12yeRvD6i6y3f54FnykiUH8J1xJjH8QYXyxhzn7MXmmt0yc/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;791&quot; data-original-width=&quot;974&quot; height=&quot;519&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi58jMkvys5pEyPw3_Jay16Bdl-7IELzwWF1tpxZNSOAMOMZChL8qYGxq8C05j0lEvYHAzFi5driqq70wlBnYvYQUw7OKN-12yeRvD6i6y3f54FnykiUH8J1xJjH8QYXyxhzn7MXmmt0yc/w640-h519/image.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Först trodde jag att det var ett statistikfel och att något område i Haga hade fallit bort så när jag tittade på förändringen år för år förväntade jag mig ett hopp ned någonstans, men ett sådant hopp fanns inte utan det var en stadigt fallande trend.&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii1mdQPajUJGhbkuLFH0NswfMWBVyZWo_AOv2SFqlKHE3EyJoepkvNowBTrEEa2Dbuxr3-vRgOwgfrG14usCIZxRUDVi95nZCfYLYlzJ6q-EoEeyWawn4bbIwhAJCPf8rnGLXGV2-NmGg/s943/Folkm%25C3%25A4ngd.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;530&quot; data-original-width=&quot;943&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii1mdQPajUJGhbkuLFH0NswfMWBVyZWo_AOv2SFqlKHE3EyJoepkvNowBTrEEa2Dbuxr3-vRgOwgfrG14usCIZxRUDVi95nZCfYLYlzJ6q-EoEeyWawn4bbIwhAJCPf8rnGLXGV2-NmGg/w640-h360/Folkm%25C3%25A4ngd.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;För att se lite mer noggrant vad som har hänt tog jag fram statistiken per femårsklass under tre av åren, 2010, 2015 och 2020 och jämförde. Det som syns tydligast är att det är de små barnen som försvunnit, i åldern 0-4 år har de mer än halverats i antal. Det man också ser är att mängden potentiella småbarnsföräldrar (25-40år) nästan halverats.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbncORn24gjYNkLBDjEzyq_tiidfbWXrkt4WRBrebHfJKPR6-lvRc2-Nqs3T8aFXPJ_9KaU0Qggy6EdDH7WQ_V769YFFp-ENVQkZ0OrUHeWtDdiHyHcbJcqkSs0EIx80MpYFLm-RlkVIY/s943/%25C3%2585lderskategori.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;530&quot; data-original-width=&quot;943&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbncORn24gjYNkLBDjEzyq_tiidfbWXrkt4WRBrebHfJKPR6-lvRc2-Nqs3T8aFXPJ_9KaU0Qggy6EdDH7WQ_V769YFFp-ENVQkZ0OrUHeWtDdiHyHcbJcqkSs0EIx80MpYFLm-RlkVIY/w640-h360/%25C3%2585lderskategori.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Nästa tanke är då att det helt enkelt är samma vuxna som bor kvar och helt enkelt blivit äldre och att det är få yngre som flyttar in/ut ur området, så befolkningen helt enkelt blivit 10 år äldre på naturlig väg. Ritade därför ett diagram som visar befolkning per födelseår istället och det visade något spännande.&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2gvEmNvlTiysgIOij-AFUDQVsvGBbRqX7e1a9-Ocxsp9cC8e9ztmcUdAqAcakcRiF1_XQv5nQ5i4StbVaoXFS0pz3EFLzHC_ptfX3PEa9_94UQMo7KftDpXmfqx146fVdTHmuyb7bybY/s967/F%25C3%25B6delse%25C3%25A5r.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;517&quot; data-original-width=&quot;967&quot; height=&quot;342&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2gvEmNvlTiysgIOij-AFUDQVsvGBbRqX7e1a9-Ocxsp9cC8e9ztmcUdAqAcakcRiF1_XQv5nQ5i4StbVaoXFS0pz3EFLzHC_ptfX3PEa9_94UQMo7KftDpXmfqx146fVdTHmuyb7bybY/w640-h342/F%25C3%25B6delse%25C3%25A5r.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Haga åldras snabbare än tiden går, antalet födda på 70-talet har minskat och de födda på 60-talet har ökat.&amp;nbsp; Att 70-talisterna flyttade ut tillsammans med sina barn följer det vanliga mönstret med att få barn i stan och flytta till kransen vid skolstart, men hålet de lämnade efter sig fylldes inte av nästa generation utan av den föregående. Varför blev det så i Haga? Är 60-talisterna de yngsta som egna minnen från Haga före saneringarna? Var 60-talisterna i perfekt ålder när Albert och Herbert sändes?&lt;br /&gt;&lt;br /&gt;Vem vet? Men något speciellt har hänt i Haga som gjort det till en stadsdel som de senaste 10 åren åldras 20-25 år.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;</description><link>http://sma-funderingar.blogspot.com/2021/04/vart-tog-hagas-befolkning-vagen.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWpDL6MwC2bnu3q2QZEp-QK7V2YtHRIC-Z13_adBR3L4z1me9xjVqt8xRZz2sWAK7HDBgQ9XgPq3NA54n5Bs_oynKIJIA2O_-iCb6ZFfiWy3N3uk0u_V29TL54jhkKLGttFeKLnT2XtLM/s72-w640-h541-c/image.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-8580733292371256078</guid><pubDate>Tue, 02 Feb 2021 10:09:00 +0000</pubDate><atom:updated>2022-01-19T05:48:54.602+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Stadsbyggnad</category><title>Den krympande miljonstaden Göteborg</title><description>&lt;p&gt;&amp;nbsp;I mitt förra inlägg tog jag en titt på &lt;a href=&quot;http://sma-funderingar.blogspot.com/2020/11/attakilometersstaden.html&quot;&gt;åttakilometersstaden&lt;/a&gt;&amp;nbsp;och hur stort Göteborg skulle vara med en miljon invånare och samma täthet som Wien. Den här gången tänkte jag se när vi kan tänkas nå dit. Så det jag gör den här gången är att jag börjar i Göteborg och sedan lägger jag på kommun för kommun utåt till befolkningen når över 1 miljon invånare.&lt;/p&gt;&lt;p&gt;Vid 70-talets början behövde vi räkna in följande kommuner för att nå en miljon invånare:&lt;br /&gt;&lt;span style=&quot;text-align: center;&quot;&gt;Göteborg,&amp;nbsp;&lt;/span&gt;Mölndal,&amp;nbsp;Partille,&amp;nbsp;Härryda, Kungälv, Lerum, Öckerö, Ale, Kungsbacka, Bollebygd, Tjörn, Stenungsund, Alingsås, Mark, Lilla Edet, Orust, Borås, Vårgårda, Trollhättan, Essunga, Varberg, Uddevalla, Herrljunga, Vänersborg&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3TGm1DN7tErmPCt1XeXdzDD5oDKZyQvZobraX7JG7K-MazUH-qZZ2TImq0GBCFkhGM2U-Ti6uLi4TuoyEsp4iEMx6hyphenhyphenXmlNuD_AGpbrnxiZb-218LmVuSFbD79__CBN7BtNtYw5pfI5g/s715/Kommuner+1970.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;715&quot; data-original-width=&quot;533&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3TGm1DN7tErmPCt1XeXdzDD5oDKZyQvZobraX7JG7K-MazUH-qZZ2TImq0GBCFkhGM2U-Ti6uLi4TuoyEsp4iEMx6hyphenhyphenXmlNuD_AGpbrnxiZb-218LmVuSFbD79__CBN7BtNtYw5pfI5g/w299-h400/Kommuner+1970.png&quot; width=&quot;299&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Miljonstaden Göteborg 1970&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;Vilket motsvarare en yta på 9943km².&amp;nbsp;&lt;/div&gt;&lt;br /&gt;När vi kommer in på 80-talet så har de centrala kommunerna vuxit så vi inte längre behöver räkna med Vänersborg och Herrljunga för att nå en miljon invånare, ytan sjunker till 8811km².&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-EjU3i6mhvdx7GqsNJfBOxivStJiVpblUwBD7CNbDoZs5YAO253ic9mf1Ysl-yWYOl6wASjJoDxVGQ9-P3DzAsxZIHEzb5eDOyTXm2MI3oGUY0-u7tE7Eh2QfuY0z2k7Sia3Brq4cnYI/s715/Kommuner+1980.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;715&quot; data-original-width=&quot;533&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-EjU3i6mhvdx7GqsNJfBOxivStJiVpblUwBD7CNbDoZs5YAO253ic9mf1Ysl-yWYOl6wASjJoDxVGQ9-P3DzAsxZIHEzb5eDOyTXm2MI3oGUY0-u7tE7Eh2QfuY0z2k7Sia3Brq4cnYI/w299-h400/Kommuner+1980.png&quot; width=&quot;299&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Miljonstaden Göteborg 1980 med ändringar sedan 1970&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;Det fortsätter på i princip samma sätt några decenium till, varje decenium faller kommuner med ca 40000-50000 invånare utanfrör miljongränsen och vid början av 90-talet så har Uddevalla fallit utanför miljonområdet, vid millenieskiftet är det Varberg och Essunga och när 10-talet börjar faller Trollhättan och Vårgårda utanför miljonområdet.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSg6015DRgWr5PfJiiAL6FjMqXvwkkaSGYbWIHqOcmccw2en7SbYAnIuJf5VoanuTe8LcCsVbB9zpeL0hyphenhyphenfs0TbOVHu2ZhKP8yGwKnhKP0MuZ1e4vo0_1dTkrO9XAiePSHFJ5AGczTUp0/s715/Kommuner+1990-2010.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;715&quot; data-original-width=&quot;533&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSg6015DRgWr5PfJiiAL6FjMqXvwkkaSGYbWIHqOcmccw2en7SbYAnIuJf5VoanuTe8LcCsVbB9zpeL0hyphenhyphenfs0TbOVHu2ZhKP8yGwKnhKP0MuZ1e4vo0_1dTkrO9XAiePSHFJ5AGczTUp0/w299-h400/Kommuner+1990-2010.png&quot; width=&quot;299&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Miljonstaden Göteborg 2010 med förändringar 1990(Blå), 2000(Grön) och 2010(Röd)&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div&gt;&lt;br /&gt;Men under perioden 2010-2020 händer något, helt plötsligt är det ca 170 000 invånare som försvinner bortom miljongränsen när kommunerna Borås, Orust, Lilla Edet och Mark hamnar bortom miljongränsen. Miljonområdet är nu nere i 3662km².&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSX2c1wqQBbopct2tIKJ6FYAm3yptyqZ2toQh16JA8bPZbkKvu5MyGsIbAND4gg6qfBYmzXyLNePf96LhtwKtk4HyWmGG2G1g0mptU4UIjGn5QocKKquSMNCiqDZM70GHUGMDmrfOZIi8/s715/Kommuner+2020.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;715&quot; data-original-width=&quot;533&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSX2c1wqQBbopct2tIKJ6FYAm3yptyqZ2toQh16JA8bPZbkKvu5MyGsIbAND4gg6qfBYmzXyLNePf96LhtwKtk4HyWmGG2G1g0mptU4UIjGn5QocKKquSMNCiqDZM70GHUGMDmrfOZIi8/w299-h400/Kommuner+2020.png&quot; width=&quot;299&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Miljonstaden Göteborg 2020 med ändringar från 2010&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Om vi ser framåt så är Alingsås nästa kommun att lämna området och det har troligen redan skett, det räcker att kommunerna i miljonområdet i övrigt totalt sett ökade sin befolkning med 4200 personer under 2020, vi får se när statistiken kommer in. Ytan skulle i så fall vara nere på 3185km², dvs mindre än&amp;nbsp;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: 14px;&quot;&gt;⅓&lt;/span&gt;&amp;nbsp;av ytan 1970.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis5oINogRwScshkoCuwZ5UwqDas51C05z9ho_7w09yMhX-BEAtJ8IwcGsunqEoBz2t0Dg3Tqjbl1TYvjI1gnYTW30-0cmIFtO1q_Y0cNBkKjEx_KTYW6nkgDsrzqlOkptyhxo0IkA0u0Y/s715/Kommuner+2021.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;715&quot; data-original-width=&quot;533&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis5oINogRwScshkoCuwZ5UwqDas51C05z9ho_7w09yMhX-BEAtJ8IwcGsunqEoBz2t0Dg3Tqjbl1TYvjI1gnYTW30-0cmIFtO1q_Y0cNBkKjEx_KTYW6nkgDsrzqlOkptyhxo0IkA0u0Y/w299-h400/Kommuner+2021.png&quot; width=&quot;299&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Miljonstaden Göteborg 2021 jämfört med 1970&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Fortsätter befolkningsutvecklingen under 20-talet på samma sätt som under 10-talet kommer även Stenungsund, Tjörn och Bollebygd falla utanför miljonstaden 2030 och 2035 åker Kungsbacka ut. Då är vi nere i 1889 km².&lt;/div&gt;&lt;div&gt;&lt;br /&gt;I diagrammet nedan kan man se hur ytan minskat årtionde för årtionde och om trendlinjen håller i sig kommer vi komma ner till en yta motsvarande åttakilometersstaden (200km²) om ca 30 år.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEETZUX9cE4lR9tVsBoxptUvaPuIV2UkN3Ov4XXS7RJZfu-17nVdrnquy4Kv4QZUkhzkFOQEJATDicuN2N-JDzVCN-xZhOwjlQvQ0j3V7h64avykkLHHk6DzXr3d9wdqitmHPCN9sdVYI/s765/KrympandeG%25C3%25B6teborg.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;488&quot; data-original-width=&quot;765&quot; height=&quot;408&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEETZUX9cE4lR9tVsBoxptUvaPuIV2UkN3Ov4XXS7RJZfu-17nVdrnquy4Kv4QZUkhzkFOQEJATDicuN2N-JDzVCN-xZhOwjlQvQ0j3V7h64avykkLHHk6DzXr3d9wdqitmHPCN9sdVYI/w640-h408/KrympandeG%25C3%25B6teborg.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;</description><link>http://sma-funderingar.blogspot.com/2021/02/den-krympande-miljonstaden-goteborg.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3TGm1DN7tErmPCt1XeXdzDD5oDKZyQvZobraX7JG7K-MazUH-qZZ2TImq0GBCFkhGM2U-Ti6uLi4TuoyEsp4iEMx6hyphenhyphenXmlNuD_AGpbrnxiZb-218LmVuSFbD79__CBN7BtNtYw5pfI5g/s72-w299-h400-c/Kommuner+1970.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-3430015325129451472</guid><pubDate>Sun, 22 Nov 2020 07:47:00 +0000</pubDate><atom:updated>2021-04-11T12:42:31.698+02:00</atom:updated><title>Åttakilometersstaden</title><description>&lt;p&gt;&lt;span style=&quot;font-family: Arial; white-space: pre-wrap;&quot;&gt;Det pratas hela tiden om regionförstoring och hela den idén verkar gå ut på att man genom snabba transporter förstorar det geografiska område som det går att pendla till jobbet inom. Det mest extrema är projektet &quot;&lt;a href=&quot;http://8millioncity.com/innhold/8MC_slutrapport_Svensk_WEB.pdf&quot; target=&quot;_blank&quot;&gt;8 million city&lt;/a&gt;&quot; som går ut på att bygga ihop Köpenhamn, Göteborg och Oslo till en region. Men hög hastighet över långa sträckor ger hög energiförbrukning även om det är eldrivna tåg vi pratar om.&lt;/span&gt;&lt;/p&gt;&lt;span id=&quot;docs-internal-guid-ea26b5c8-7fff-a7e0-7dc4-14299dba126c&quot;&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Det finns en motsatt riktning, &lt;a href=&quot;https://www.citylab.com/environment/2020/02/paris-election-anne-hidalgo-city-planning-walks-stores-parks/606325/&quot; target=&quot;_blank&quot;&gt;Paris 15-minutersstad&lt;/a&gt;. Allt man behöver skall finnas inom 15 minuters gång eller cykelavstånd.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Jag tänkte titta på tätheten ur en annan vinkel, kollektivtrafikens utbredning i förhållande till folkmängd. I en tät stad behövs inte lika långa linjer som i en gles.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;För att få fram en lämplig befolkningstäthet för en stad valde jag att titta på en av de mest välstrukturerade städer jag varit i, Wien. Inom Wiens stadsgränser finns förutom en tät stad även betydligt glesare villastrukturer och områden helt utan bebyggelse som höga berg och vinodlingar. När jag bodde i Wien var det den enda huvudstaden i världen som hade anordnat &lt;a href=&quot;https://www.geschichtewiki.wien.gv.at/Weltcup_Parallelslaloms_in_Wien&quot; target=&quot;_blank&quot;&gt;alpina världscuptävlingar inom stadsgränsen i Hohe Wand Wiese 1986&lt;/a&gt;, men på senare år har  stockholm och Oslo tillkommit på den listan med  parallellslalomtävlingar i Hammarbybacken respektive Holmenkollen.&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;För att få en bild av hur utsträckt staden är har jag även tittat på den tyngsta lokala kollektivtrafiken och hur långt ut den sträcker sig. I Wien och Berlin har jag valt tunnelbana, i Göteborg spårvagnarna och i Los Angeles deras Metro som består både av tunnelbana och spårvagnar.&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Det mätvärde jag tog med mig från Wien var befolkningstätheten som totalt sett där är 4 607 invånare/km² och det måttet har jag använt när jag markerat hur stor respektive stad skulle vara med Wiens täthet.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 20pt; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;Wien&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: x-small; white-space: pre-wrap;&quot;&gt;Befolkning: 1.9 miljoner&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Radie: 11,5km&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 9pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 9pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyIBxqb_AI-FiOVmdUim2c8CeARr7CiT-RUBxG33DQlAoxEJBOKqzXCTh6e0sct4fUGrVaXOygOjg57EL_k7WwwjP7s_lI1gf1mHJZPBAn9UOZQt8DP8NpX_NCvd5AdvJRt0ef6EriY4U/s1244/Sk%25C3%25A4rmbild+fr%25C3%25A5n+2020-11-21+22-25-47.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;979&quot; data-original-width=&quot;1244&quot; height=&quot;504&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyIBxqb_AI-FiOVmdUim2c8CeARr7CiT-RUBxG33DQlAoxEJBOKqzXCTh6e0sct4fUGrVaXOygOjg57EL_k7WwwjP7s_lI1gf1mHJZPBAn9UOZQt8DP8NpX_NCvd5AdvJRt0ef6EriY4U/w640-h504/Sk%25C3%25A4rmbild+fr%25C3%25A5n+2020-11-21+22-25-47.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial; font-size: 9pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Som man ser på kartan så är Wien redan från start en hyfsat rund stad och min cirkel (röd) som omsluter samma area som stadsgränsen (lila) avviker inte jättemycket från den. Tunnelbanenätet (grön) sträcker sig längst i riktningen nordost-sydväst, vilket stämmer väldigt bra med var bebyggelsen ligger. I nordväst ligger det höga berg och vinodlingar där nästan ingen bor och i sydost ligger ett naturreservat och lite jordbruk. Hela tunnelbanenätet håller sig också innanför stadsgränsen och cirkeln och de utbyggnader av tunnelbanan som just nu pågår sker inne i centrum.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/NLAnJ-4U5EM&quot; width=&quot;320&quot; youtube-src-id=&quot;NLAnJ-4U5EM&quot;&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 1.38; margin-bottom: 6pt; margin-top: 20pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: medium; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;b&gt;Berlin&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Befolkning: &lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;3,67&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; miljoner&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Radie: 15,9km&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 9pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHIcXJH1st1PV5JeufGDLSIrm-cXxvZ6UF0qKeXMhwkqjGFl30CMokLzeR30X4uvMEcMR6P-nGpbB9blaMt880wT8iTtxIP5trvjKYov3UlzrBQOSGWYptxWpx3oGlBVxexqc7_OTpqpY/s1099/Berlin.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;901&quot; data-original-width=&quot;1099&quot; height=&quot;524&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHIcXJH1st1PV5JeufGDLSIrm-cXxvZ6UF0qKeXMhwkqjGFl30CMokLzeR30X4uvMEcMR6P-nGpbB9blaMt880wT8iTtxIP5trvjKYov3UlzrBQOSGWYptxWpx3oGlBVxexqc7_OTpqpY/w640-h524/Berlin.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Berlin och Wien är inte helt olika i sin utsträckning men Berlin har något mer tilltagen yta i förhållande till sin befolkning och min “Wien”-cirkel omsluter ett område som är något mindre än vad stadsgränsen gör. En sak till som skiljer är att Berlin har en S-bahn, som till skillnad mot Wiens S-bahn, har en halvlokal karaktär vilket troligen påverkar tunnelbanans utsträckning. Så det man ser är att tunnelbanenätet inte ens är i närheten av Wiencirkeln, medan S-bahn (ej utritad) i sina mer pendeltågsliknande delar sticker ut utanför.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 1.38; margin-bottom: 6pt; margin-top: 20pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: medium; white-space: pre-wrap;&quot;&gt;&lt;b&gt;Los Angeles&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Befolkning: 3,8 miljoner, &lt;/span&gt;&lt;span style=&quot;background-color: #f9f9f9; font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;12,2 miljoner&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Radie: 16km, 29km&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYjXPNFidR4M0__b-vjNagW6hMd2KihwfIvoRGIMs6ZyCsoGt1ULZDSyxexlJdtcaU19onLw-yh7rkfYKLbhDb5hsaJk9btFOePjQ1-huCEAPxvzE_KCNv2kxrxulZ0MROLzZucZ8dSW8/s1024/LA.PNG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;973&quot; data-original-width=&quot;1024&quot; height=&quot;608&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYjXPNFidR4M0__b-vjNagW6hMd2KihwfIvoRGIMs6ZyCsoGt1ULZDSyxexlJdtcaU19onLw-yh7rkfYKLbhDb5hsaJk9btFOePjQ1-huCEAPxvzE_KCNv2kxrxulZ0MROLzZucZ8dSW8/w640-h608/LA.PNG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;LA är lite svårt att göra samma analys på då det själva staden är ett oregelbundet omårde i mitten av en utbredd matta. Om man tar dess befolkning så går spårvagnslinjerna långt utanför cirkeln men även om man tar hela storstadsområdets befolkning så sticker linjerna ut på ett sätt vi inte såg i Wien och Berlin.&amp;nbsp;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 1.38; margin-bottom: 6pt; margin-top: 20pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: medium; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;b&gt;Göteborg&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Befolkning: 0,45 miljoner, &lt;/span&gt;&lt;span style=&quot;background-color: #f9f9f9; font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;1 miljon&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Radie: 5,6km, 8km&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYprpdpBRayLPtS_Xoroc0wxOuDcvxBHynxqQwRbaIQadvaWNCphggtcTW3TBQO9s80ewFTYtbRDXwhn5y2Clmv9b_GHd23XNgFtS28xxSqAMo6LVT8UG5qXDILdlSlDv3Osgurc5GhBo/s906/Sk%25C3%25A4rmbild+fr%25C3%25A5n+2020-11-22+06-56-02.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;906&quot; data-original-width=&quot;812&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYprpdpBRayLPtS_Xoroc0wxOuDcvxBHynxqQwRbaIQadvaWNCphggtcTW3TBQO9s80ewFTYtbRDXwhn5y2Clmv9b_GHd23XNgFtS28xxSqAMo6LVT8UG5qXDILdlSlDv3Osgurc5GhBo/w574-h640/Sk%25C3%25A4rmbild+fr%25C3%25A5n+2020-11-22+06-56-02.png&quot; width=&quot;574&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;Göteborg är precis som Los Angeles lite mer svårt att analysera eftersom kommunen sträcker sig långt ut i vissa riktningar och i andra riktningar (Mölndal/Partille) har grannkommuner växt ihop med Göteborg. Därför valde jag att utgå från spårvagnsnätet och den yta som det spänner upp mellan sina yttre ändpunkter och fick då ca 450 000 invånare. Så med Wiens täthet så skulle de som idag bor inom spårvägsnätet kunna bo inom en radie av 5,6km och som vi ser på kartan så ser vi att alla våra förortslinjer utom Hisingslinjen sticker ut en bra bit utanför den gränsen. &lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Låt oss testa att köra samma metod som för Los Angeles och ta hela storstadsområdets befolkning istället, ca 1 miljon invånare och rita den cirkeln istället. Det vi då ser är att det mesta av spårvagnsnätet är innanför cirkeln men fortfarande sticker några grenar ut utanför, framförallt Angered. Så det vi kan konstatera är att Göteborg är mycket mer likt Los Angeles än Wien och Berlin.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi9wQDsqZhX_svrqHX-HEfpfH_jTVYgLk1CE7GSOkNgW_V65uW4BaiQjm5OxMqcE4_su6Pyqqo4VutKJteTwbu66L_C_a6ZCSFXOavzk2kizbZcVILv8O7jMt9OabADg8diVkbsLFnJBA/s928/Sk%25C3%25A4rmbild+fr%25C3%25A5n+2020-11-22+06-57-18.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;928&quot; data-original-width=&quot;863&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi9wQDsqZhX_svrqHX-HEfpfH_jTVYgLk1CE7GSOkNgW_V65uW4BaiQjm5OxMqcE4_su6Pyqqo4VutKJteTwbu66L_C_a6ZCSFXOavzk2kizbZcVILv8O7jMt9OabADg8diVkbsLFnJBA/w596-h640/Sk%25C3%25A4rmbild+fr%25C3%25A5n+2020-11-22+06-57-18.png&quot; width=&quot;596&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Om vi blickar framåt så är Göteborg en växande stad och om vi sätter ett långsiktigt mål att Göteborg skall ha en miljon invånare i en central struktur som liknar Wien så kan vi återanvända bilden för storstadsområdet med radien på ca 8 km. I det ljuset kan vi se att dagens spårvagnsnäts utsträckning är rätt väl anpassat för just en miljonstad.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Så hur gör vi då för att få Göteborg att gå från att ha en LA-struktur till en Wien-struktur? Svaret är egentligen ganska enkelt, se till att den kommande halvmiljonen nya invånare i Storgöteborg bosätter sig inom 8 km-gränsen och inte långt ute i kransen. Sträck inte ut vår lokala kapacitetsstarka kollektivtrafik längre ut utan se istället till att den blir ännu bättre i det område den redan finns.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: medium; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Låt oss bygga åttakilometersstaden.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 1.38; margin-bottom: 6pt; margin-top: 20pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Arial; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Kartorna är gjorda i Google Maps med data för stadsgränser, spårvagns och tunnelbanelinjer från openstreetmap.org.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;</description><link>http://sma-funderingar.blogspot.com/2020/11/attakilometersstaden.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyIBxqb_AI-FiOVmdUim2c8CeARr7CiT-RUBxG33DQlAoxEJBOKqzXCTh6e0sct4fUGrVaXOygOjg57EL_k7WwwjP7s_lI1gf1mHJZPBAn9UOZQt8DP8NpX_NCvd5AdvJRt0ef6EriY4U/s72-w640-h504-c/Sk%25C3%25A4rmbild+fr%25C3%25A5n+2020-11-21+22-25-47.png" height="72" width="72"/><thr:total>6</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-4898093442087525731</guid><pubDate>Fri, 02 Feb 2018 07:40:00 +0000</pubDate><atom:updated>2018-02-02T08:40:57.704+01:00</atom:updated><title>Blandstad är viktig även med autonoma fordon</title><description>Delade förarlösa fordon verkar från många håll utropas som det som skall lösa alla trafikproblem i framtiden, men kommer de verkligen att ensamt klara det?&lt;div&gt;
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För att belysa stadsplaneringen vikt även i framtiden ritar jag nedan upp en väldigt förenklad modell av en stad och hur dess planering påverkar trafikmängden. Staden består av två delar, A och B. Inom varje del kan man gå medan man behöver transport för att komma mellan dem. Totalt har staden 1000 invånare och 1000 arbetsplatser. Jag utgår från att viljan att dela fordon inte förändras och för beräkningen enkelhet räknat jag med en person per fordon.&amp;nbsp;&lt;/div&gt;
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Ex 1, alla bor i A och jobbar i B&lt;/div&gt;
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Om delade autonoma fordon skall klara att transportera alla från A till B behövs 1000 transporter och för att inte dubbla parkeringar ska behövas kommer även 1000 tomma fordon gå i andra riktningen.&lt;/div&gt;
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Ex 2, 500 bor i A men jobbar i B och 500 bor i B men jobbar i A.&lt;/div&gt;
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Första exemplet med blandning av arbetsplatser och bostäder. I det här fallet behöver fortfarande 1000 personer transporteras men fordonen slipper gå tomma tillbaka, så det blir 500 fordon per riktning.&lt;/div&gt;
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Ex3, Slumpvis bosättning i förhållande till arbetsplats&lt;/div&gt;
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Nu bor hälften inom gångavstånd från arbetet och hälften behöver transporteras, så nu blir det 250 fordon per riktning.&lt;/div&gt;
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Ex 4, vi utgår från hushåll där två personer bor och varje hushåll har bosatt sig så minst en bor i rätt stadsdel.&lt;/div&gt;
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Förutsättningen säger att 500 redan bor på gångavstånd och av de andra 500 bor hälften av slump inom gångavstånd. Nu är vi nere i 125 transporter per riktning.&lt;/div&gt;
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De här fyra exemplen är väldigt förenklade så skillnaden kommer inte vara så här extrem i en verklig stad, men det visar tydligt hur viktig stadsplaneringen är även om bilarna kan köra själva.&lt;/div&gt;
</description><link>http://sma-funderingar.blogspot.com/2018/02/blandstad-ar-viktig-aven-med-autonoma.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-9163727484628766501</guid><pubDate>Thu, 07 Apr 2016 19:06:00 +0000</pubDate><atom:updated>2016-04-07T21:08:58.325+02:00</atom:updated><title>Österrike återtar mark</title><description>&lt;div dir=&quot;ltr&quot;&gt;
För ca två veckor sedan drog den &lt;a href=&quot;http://football-austria.com/&quot; target=&quot;_blank&quot;&gt;österrikiska ligan i amerikansk fotboll&lt;/a&gt; igång. I år utökade de ligan med tre lag och kom upp i åtta lag. Det är inget anmärkningsvärt i det om det inte varit för att ett av de nya lagen kommer från Laibach som inte ligger i Österrike. Det är inte helt nytt då Prag sedan tidigare har valt att spela i österrike istället för i Tjeckien. Jag kollade lite till och även i de lägre divisionerna finns det icke österrikiska lag såsom Pressburg i division 1 och Maburg i division 3.&amp;nbsp;&lt;/div&gt;
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Amerikansk fotboll är ingen stor sport så jag tänkte att det kanske var därför som lag från forna öststaterna valde att spela i Österrike för att hitta något motstånd, men för säkerhets skull kollade jag även österikiska högstaligan i ishockey, &lt;a href=&quot;http://www.erstebankliga.at/&quot; target=&quot;_blank&quot;&gt;Erste Bank Eishockey Liga&lt;/a&gt;, Där visade det sig att fyra av lagen kom från utanför Österrike,&amp;nbsp;Stuhlweißenburg (Ungern),&lt;i style=&quot;background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.4px;&quot;&gt;&amp;nbsp;&lt;/i&gt;Bozen (Italien), Laibach (Slovenien) och Znaim (Tjeckien). De tre första lagen skulle man kunna förklara med att de vill ha bättre motstånd och därför väljer att spela i en liga med mer pengar, men Znaim från Tjeckien? Tjeckiens liga är bättre än den österrikiska så där måste det ligga något annat bakom.&lt;br /&gt;
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Man kan se den här utvidgningen av Österrike inom minst ett område till och där är det ännu mer tydligt vad som håller på att ske. Om man jämför &lt;a href=&quot;https://www.erstegroup.com/de/home&quot; target=&quot;_blank&quot;&gt;Erste Bank&lt;/a&gt;s karta över var de finns representerade och jämför det med en karta från tidigt 1900-tal så ser man en slående likhet.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizgY_SOvdczFAcp7XD8fln1twG02sBjDkmW0FI0Bqa5AYpbds0bsRln7AZWJI3fJbo2teHNxxKnCvQ1BhmLNgzhHSkI8kNVQLXFsDRMLdlaaH-ZX6qZ_qHf83pPGJwIbl-9-nGIZdATOE/s1600/Erste+Bank+Group.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;316&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizgY_SOvdczFAcp7XD8fln1twG02sBjDkmW0FI0Bqa5AYpbds0bsRln7AZWJI3fJbo2teHNxxKnCvQ1BhmLNgzhHSkI8kNVQLXFsDRMLdlaaH-ZX6qZ_qHf83pPGJwIbl-9-nGIZdATOE/s400/Erste+Bank+Group.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Erste Bank Group&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Österrike-Ungern&lt;/td&gt;&lt;/tr&gt;
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Erste Bank är inte ensamma utan även &lt;a href=&quot;https://www.bankaustria.at/ueber-uns-zentral--und-osteuropa-unsere-banken-in-cee.jsp&quot; target=&quot;_blank&quot;&gt;Bank Austria&lt;/a&gt; och &lt;a href=&quot;http://de.rbinternational.com/&quot; target=&quot;_blank&quot;&gt;Raiffeissen&lt;/a&gt; är representerade i det här området men de har gått ett steg längre och har kontor över stora delar av gamla östeuropa inklusive Ryssland.&lt;br /&gt;
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Så jag kan inte tolka det här på något annat sätt än att Österrike håller på att ta tillbaka sitt gamla teritorium, den här gången inte politiskt utan ekonomiskt och kulturellt, om man vågar räkna in sport i kultur. Lägg märke till att alla de lag som spelar i Österrikiska ligan låg inom Österrike-Ungerns gränser före första världskriget, det italienska laget ligger i Südtirol som är den gröns fliken söder om Österrikes utlöpare mot väster.&lt;/div&gt;
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&lt;span style=&quot;font-size: x-small;&quot;&gt;Vad gäller namnen på städerna så hade jag föredragit att använda de svenska namnen på städerna efetrsom jag skriver på svenska. Tyvärr var det svårt att hitta svenska namn på alla städerna så vad skall man göra då? Ett alternativ hade varit att använda det lokala namnet men eftersom de oftast inte passar in i en svensk mening och det dessutom skulle kännas fånigt att skriva Praha istället för Prag valde jag att använda de tyska namnen.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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</description><link>http://sma-funderingar.blogspot.com/2016/04/osterrike-atertar-mark.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizgY_SOvdczFAcp7XD8fln1twG02sBjDkmW0FI0Bqa5AYpbds0bsRln7AZWJI3fJbo2teHNxxKnCvQ1BhmLNgzhHSkI8kNVQLXFsDRMLdlaaH-ZX6qZ_qHf83pPGJwIbl-9-nGIZdATOE/s72-c/Erste+Bank+Group.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-5700852599869182998</guid><pubDate>Sun, 13 Mar 2016 08:00:00 +0000</pubDate><atom:updated>2016-03-13T09:00:53.453+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Stadsbyggnad</category><title>Hjalmar Brantingsgatan del 2</title><description>&lt;div dir=&quot;ltr&quot;&gt;
För ett drygt år sedan skrev jag om hur &lt;a href=&quot;http://sma-funderingar.blogspot.se/2015/01/hjalmar-brantingsgatan.html&quot; target=&quot;_blank&quot;&gt;Hjalmar Brantingsgatan kan omvandlas från trafikled till stadsgata&lt;/a&gt;. Sedan dess har jag hittat mer fakta och funderat vidare.&lt;/div&gt;
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Då räknade jag med en täthet på 200 inv/ha, under det senaste året har flera bra planer passerat stadsbyggnadskontoret med betydligt högre täthet än så. Så 400 inv/ha är inte alls orimligt att anta. Som en jämförelse kan man ta att delar av Linnéstaden är tätare än så idag.&lt;/div&gt;
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Jag har också hittat en siffra på vad spårväg i tunnel kostar att bygga. På sidan 48 i &lt;a href=&quot;http://www4.goteborg.se/prod/intraservice/namndhandlingar/SamrumPortal.nsf/7FC2CDE08D614CE3C1257F18002D2A4E/$File/%C2%A7%20287.2%20Ytterligare_spar_Hisingen_Rapport4_2015_20151203.pdf?OpenElement&quot; target=&quot;_blank&quot;&gt;rapporten &quot;Från Backa till Eriksberg - Planeringsinriktning för ytterligare spårväg på Hisingen&quot;&lt;/a&gt;&amp;nbsp;kan man läsa att det kostar 290 kkr per meter tunnel.&lt;br /&gt;
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Vad betyder då det här?&lt;br /&gt;
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Sträckan tunnel som jag föreslog mellan Wieselgrensplatsern och Eketrägatan är 1600 m, dvs den skulle kosta &amp;nbsp;464 miljoner att bygga. På området som direkt frigörs av tunnelbygget att gatuombyggnaden är på 6,9 ha och kan ha ca 2800 invånare. Kostnaden skulle då bli ca 165 kkr per ny invånare. Det kan tyckas låta mycket men med tanke på vad lägenheter kostar att köpa idag så är det en inte allt för stor extra kostnad per lägenhet. Dessutom skall kostnaden även fördelas på de arbetsplatser som skall ingå i området.&lt;/div&gt;
</description><link>http://sma-funderingar.blogspot.com/2016/03/hjalmar-brantingsgatan-del-2.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-6419461503859132136</guid><pubDate>Mon, 29 Feb 2016 19:32:00 +0000</pubDate><atom:updated>2016-02-29T20:46:31.015+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Stadsbyggnad</category><title>Gårdshusets återkomst?</title><description>På senare tid har det i&amp;nbsp;Göteborg gjorts två detaljplaner där det ritats in slutna kvarter. I båda fallen handlar det om byggnader som omsluter &lt;b&gt;en &lt;/b&gt;gemensam gård. En följd av det blir att kvarteret blir ganska litet om man inte ska slösa massa byggbar yta på en stor gård. I båda fallen ligger innergårdens storlek i klassen 25-30m tvärs över. På Eriksbergsplatån, som är den något äldre planen, är husen runt om 4 våningar höga och i den nyare planen vid Rambergsvallen har man vågat sig upp till 7 våningar.&lt;br /&gt;
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&lt;a href=&quot;http://www5.goteborg.se/prod/fastighetskontoret/etjanst/planobygg.nsf/vyFiler/Rambergsstaden%20-%20Nya%20bost%C3%A4der%20vid%20Rambergsvallen-Plan%20-%20laga%20kraft-Plankarta/$File/1480K-2-5256.pdf?OpenElement&quot; target=&quot;_blank&quot;&gt;Plankarta Rambergsvallen&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www5.goteborg.se/prod/fastighetskontoret/etjanst/planobygg.nsf/vyFiler/Lundby%20-%20bost%C3%A4der%20i%20V%C3%A4stra%20Eriksberg-Plan%20-%20laga%20kraft-Plankarta/$File/Karta%201480K-II-4841.pdf?OpenElement&quot; target=&quot;_blank&quot;&gt;Plankarta Eriksbergsplatån&lt;/a&gt;&lt;br /&gt;
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Om man jämför det här sättet att bygga gårdar med hur det gjordes runt förra sekelskiftet så märker man att då låg det flera mindre gårdar inne i varje kvarter avdelade av gårdshus. Detta ger den uppenbara fördelen att man får fler bullerskyddade lägenheter.&lt;br /&gt;
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En principskiss för hur det kan se ut:&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKAZuJTgwzgRknoSHaFH4b5pqQahBWeOdpyauFgJTcWbww-VeBVIMXsj-YY_lBeRQ-hZSdCCmKcKV8mE8P_nNUU6WVvjVQUe6ApMeqemyL_djx_6ENa3oHB8nlpq8fwpthAKl-_9IVgcA/s1600/Sk%25C3%25A4rmklipp+2016-02-29+19.50.31.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;227&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKAZuJTgwzgRknoSHaFH4b5pqQahBWeOdpyauFgJTcWbww-VeBVIMXsj-YY_lBeRQ-hZSdCCmKcKV8mE8P_nNUU6WVvjVQUe6ApMeqemyL_djx_6ENa3oHB8nlpq8fwpthAKl-_9IVgcA/s400/Sk%25C3%25A4rmklipp+2016-02-29+19.50.31.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Till vänster ser vi kvarteret utan gårdshus och till höger med gårdshus.&amp;nbsp;&lt;/div&gt;
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Utöver fördelen med bullerskyddade lägenheter jämförde jag en del andra mätetal frö att se om det finns fler fördelar med att bygga kvarter med gårdshus. Jag har i mina exempelberäkningar nedan valt följande mått:&lt;/div&gt;
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Husbred 12m&lt;/div&gt;
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Gårdsbredd 25m&lt;/div&gt;
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Gatubredd 18m&lt;/div&gt;
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Det första jag räknade på var skillnaden i täthet mellan de två byggnadssätten och det visade sig inte vara så jättestor skillnad, men det blev något högre markutnyttjande för flergårdsvarianten, 47,3% mot 41,5%, dvs ca 14% högre markutnyttjande.&lt;br /&gt;
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Det andra jag räknade på var hur mycket yta lokaler det blir längs gatan i de båda varianterna. Jag valde att utgå från flergårdsvarianten och räkna ut hur mycket lokalyta den ger per ytenhet och ritade sedan in samma lokaltäthet i engårdskvarteret. Det man då upptäcker är att lokalerna som täcker hela fasaderna längs gatorna i fyragårdsmodellen bara räcker till hörnlokaler i engårdsmodellen, vilket mycket väl speglar hur lokalerna placeras ut idag. I bilden nedan har jag ritat ut samma lokaltäthet i rött de båda kvartersmodellerna.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxNugRB7Ew5KJG-HpQ8Qu4PNBpHlnz0yDytEWlmOcWDuRV3H4sqhvZ_CIzyhJz-_xGCyjBWrGHMD46-lY9KyqlBGLNGEDWhCON6ETExBkqTMcoCM_DsaKPcI3LDPIwxEmJdF2orahapWs/s1600/Sk%25C3%25A4rmklipp+2016-02-29+20.02.19.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;352&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxNugRB7Ew5KJG-HpQ8Qu4PNBpHlnz0yDytEWlmOcWDuRV3H4sqhvZ_CIzyhJz-_xGCyjBWrGHMD46-lY9KyqlBGLNGEDWhCON6ETExBkqTMcoCM_DsaKPcI3LDPIwxEmJdF2orahapWs/s640/Sk%25C3%25A4rmklipp+2016-02-29+20.02.19.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Så fyragårdskvarteret har betydligt bättre chans att få levande lokaler längs gatorna än den lilla engårdsvarianten.&lt;br /&gt;
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Det sista jag räknade på var hur de båda kvarteren klara UN-habitats första princip, &quot;Adequate space for streets and an
efficient street network. The street
network should occupy at least 30 per cent of
the land and at least 18 km of street length
per km².&quot; Om man läser i checklistan för de fem principerna så ser man att det även finns en maxandel gata som ligger på 45%&lt;br /&gt;
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Resultatet för de båda typerna är:&lt;br /&gt;
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Engårdskvarter:&lt;br /&gt;
Gatulängd per&amp;nbsp;km²: 28985m&lt;br /&gt;
Andel gata: 45,4%&lt;br /&gt;
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Fyrgårdskvarter:&lt;br /&gt;
Gatulängd per&amp;nbsp;km²: 18691m&lt;br /&gt;
Andel gata: 30,8%&lt;br /&gt;
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Jag passade också på att jämföra med hur det ser ut i Linnéstaden, vilket brukar anses som en levande kvartersstad. Jag valde ett kvarter mellan Sveagatan och Kastellgatan och där kan man se att det är knappt 150m långt och drygt 60m brett och har 4 innergårdar. Så det är av jämförbar storlek som mitt fyragårdskvarter.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlm8PFJMEfwMZktpxtof3WoCCT6v4dR3gEFqez5sPJQ7FSPiS4HdCHUMCTrPBiquAKtG7Nqgw9UE2sj1oICjfOQJe2_8OJ-0oKJ2TnqrvC-mzVmiDMmLA2XbMMPS03KgeRIgJ5RHYebL8/s1600/Sk%25C3%25A4rmklipp+2016-02-29+20.27.49.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlm8PFJMEfwMZktpxtof3WoCCT6v4dR3gEFqez5sPJQ7FSPiS4HdCHUMCTrPBiquAKtG7Nqgw9UE2sj1oICjfOQJe2_8OJ-0oKJ2TnqrvC-mzVmiDMmLA2XbMMPS03KgeRIgJ5RHYebL8/s320/Sk%25C3%25A4rmklipp+2016-02-29+20.27.49.png&quot; width=&quot;259&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Så för att samanfatta det hela så har fyragårdskvarteren högre täthet, högre underlag för lokaler, klarar UN-habitats första princip och liknar Linnéstadens bebyggelse. Så är det inte dags att börja bygga fler gårdshus nu?&lt;br /&gt;
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</description><link>http://sma-funderingar.blogspot.com/2016/02/gardshusets-aterkomst.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKAZuJTgwzgRknoSHaFH4b5pqQahBWeOdpyauFgJTcWbww-VeBVIMXsj-YY_lBeRQ-hZSdCCmKcKV8mE8P_nNUU6WVvjVQUe6ApMeqemyL_djx_6ENa3oHB8nlpq8fwpthAKl-_9IVgcA/s72-c/Sk%25C3%25A4rmklipp+2016-02-29+19.50.31.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-8146309710129487599</guid><pubDate>Wed, 08 Apr 2015 03:09:00 +0000</pubDate><atom:updated>2015-04-08T05:10:44.245+02:00</atom:updated><title>GP tycker inte om spårvagnar</title><description>&lt;div dir=&quot;ltr&quot;&gt;
I går hade GP en artikel med rubriken &lt;i&gt;&lt;a href=&quot;http://m.gp.se/nyheter/goteborg/1.2679248-annu-en-sparvagnsolycka&quot; target=&quot;_blank&quot;&gt;Ännu en spårvagnsolycka&lt;/a&gt;. &lt;/i&gt;I artikeln kan man läsa att en bil och en spårvagn stött ihop i majorna och bilen har gått sönder. Så rubriken kunde lika gärna ha varit &lt;i&gt;Ännu en bilolycka. &lt;/i&gt;Vidare kan man läsa att det nu skett tre spårvagnsolyckor under perioden 13 mars till 7 april vilket tydligen skall berättiga till rubriken.&lt;/div&gt;
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Det roliga är att just nu handlar &lt;a href=&quot;http://m.gp.se/nyheter/goteborg/1.2679007-flera-olyckor-pa-e-6-an&quot; target=&quot;_blank&quot;&gt;artikeln efter&lt;/a&gt; om tre bilolyckor på E6 genom Göteborg samma eftermiddag men den får ingen rubrik som antyder att biltrafiken skulle vara olycksdrabbad.&lt;/div&gt;
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Så i rubriksättarnas värld är tre olyclor med spårvagnar inblandade på ca tre veckor i det närmaste katastrof medan fyra olyckor med bilar inblandade samma eftermiddag bara som det brukar.&amp;nbsp;&lt;/div&gt;
</description><link>http://sma-funderingar.blogspot.com/2015/04/gp-tycker-inte-om-sparvagnar.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-4909293115146446434</guid><pubDate>Thu, 01 Jan 2015 21:31:00 +0000</pubDate><atom:updated>2015-01-01T22:31:48.336+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Stadsbyggnad</category><title>Hjalmar Brantingsgatan</title><description>&lt;div dir=&quot;ltr&quot;&gt;
Kikar man på mina &lt;a href=&quot;http://sma-funderingar.blogspot.se/2014/08/var-ska-vi-fortata-goteborg.html&quot;&gt;årsringar över när olika delar i Göteborg kommer att behöva förtätas&lt;/a&gt; ser man att sträckan bör förtätas under perioden 2033 - 2053, så de innersta delarna av gatan behöver börja planeras redan nu. Även ombyggnaden av gatan bör planeras redan nu så den är färdig till det är dags att bygga längs den.&lt;/div&gt;
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Huvudgatan i&amp;nbsp;&lt;a href=&quot;http://www.citylab.com/commute/2013/04/lots-cars-and-trucks-no-traffic-signs-or-lights-chaos-or-calm/5152/&quot;&gt;Poynton&lt;/a&gt;&amp;nbsp;som har ca 26 000 fordon per dygn byggdes 2011 om från en flerfilig väg till en tvåfilig utan att det blev problem med köer. Där byggde man även om ljusreglerade korsningar till oreglerade &quot;shared space&quot;-cirkulationsplatser med följden att antalet gående i området ökade. Hjalmar Brantingsgatan har på sträckan Wieselgransplatsen - Långströmsgatan knappt &lt;a href=&quot;http://www.statistik.tkgbg.se/statistik.asp?sGata=HJALMAR%20BRANTINGSGATAN&quot;&gt;20 000 fordon per dygn&lt;/a&gt; vilket är färre bilar än huvudgatan i Poynton, så det borde gå bra att halvera till två filer även där.&lt;/div&gt;
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Steg 1&lt;br /&gt;
Stäng den södra körbanan och gör den norra dubbelriktad. När all trafik går på den&amp;nbsp; norra grävs det ett tråg för spårvagnar där den södra var.&lt;/div&gt;
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Dra om spårvagnarna så de går i tråget mellan Wieselgrensplatsen och Eketrägatan. Täck över och gör den nya gatan ovanpå.&lt;br /&gt;
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Steg 3&lt;br /&gt;
Bebygg området där spårvagn, norra körbanan och Munkedalsgatan tidigare var med täta stadskvarter.&lt;/div&gt;
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När gatan är omdragen och avsmalnad till 2 filer blir ett område som är 6,9 hektar, så med en täthet på 200 inv/ha så blir det plats för ytterligare ca 1400 invånare och några hundra arbetsplatser i kontor i ett område med god kollektivtrafikförsörjning utan att behöva göra intrång i något av bostadsområden längs gatan. Om man sedan använder ytan vid McD och macken vid Wieselgrensplatsen samt bygger in busstationen vid Eketrägatan så blir det ytterligare några hundra bostäder.&lt;br /&gt;
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Utöver det har jag hört sägas att Volvo sagt upp hyreskontraktet på byggnaden öster om Gropegårdsgatan, den som brann förra julen, så skulle man kunna ersätta den och dess parkering kan det bli ytterligare 3-5 hektar som skulle ge 600-1000 bostäder. Det skulle också tillsammans med &lt;a href=&quot;http://goteborg.se/wps/portal?uri=gbglnk:gbg.page.bb7386fd-1152-47cb-9da4-d06bd7780a77&amp;amp;projektid=BN0642/11&quot; target=&quot;_blank&quot;&gt;planerna vid Rambergsvallen&lt;/a&gt; ge en stadsmässig sydsida hela vägen från Rambergsvallen till Gropegårdsgatan.&lt;br /&gt;
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Jag har lekt lite med SketchUp för sträckan Långströmsgatan - Arbogagatan och lyckades få fram nedanstående bilder. Mina SketchUp-kunskaper är fortfarande bristande och kvaliteten är därefter, men det kanske lyckas sparka igång fantasin över hur det skulle kunna bli.&lt;br /&gt;
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Öster om Wieselgrensplatsen är det lämpligt att istället använda sig av den norra körbanan då landshövdingshusen som ligger där kan få bilda norra sidan av &quot;nya&quot; Hjalmar Brantingsgatan.&lt;br /&gt;
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</description><link>http://sma-funderingar.blogspot.com/2015/01/hjalmar-brantingsgatan.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1faMTk6AR757MPhEE9Y5f7nuDAvAGPFtPCa0aoX1WbpdQ9TaN9-xvn6yYqXuf4l3X9Vxwlt1A0o_97-w96YIhB4rHBZ_sICnnVAeo-hUbGJGeGBTEUjXRWly50Fr3hGau9rofrZsFeYQ/s72-c/Hjalmar+Brantingsgatan+omr%C3%A5de.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-2732657082964354205</guid><pubDate>Sun, 12 Oct 2014 07:50:00 +0000</pubDate><atom:updated>2016-08-05T22:35:05.781+02:00</atom:updated><title>Kör bil för miljöns skull</title><description>&lt;div dir=&quot;ltr&quot;&gt;
Vi skaffade för ett par år sedan en gasbil bland annat för att den skulle vara mindre skadlig för miljön och släppa ut mindre växthusgaser. För några dagar sedan slog det mig att den kanske inte bara är mindre skadlig, den kanske till och med gör nytta.&lt;/div&gt;
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Biogas får man från gödselstackar och sopor. Den gasen skulle ha läckt ut i atmosfären om man inte tagit hand om den. Biogasen är i princip ren metangas som enligt &lt;a href=&quot;https://sv.wikipedia.org/w/index.php?title=Koldioxidekvivalent&amp;amp;oldid=27903370&quot; target=&quot;_blank&quot;&gt;wikipedian&lt;/a&gt; är växthusgas som är 21 gånger värre än koldioxid baserat på samma vikt gas. I bilens motor omvandlas metangasen till just koldioxid. &lt;/div&gt;
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I motorn sker följande omvandling: &lt;br /&gt;
CH4 +2O2 =&amp;gt; CO2 + 2H20 dvs metangas + syre blir koldioxid + vatten.&amp;nbsp; En metangasmolekyl blir en koldioxidmolekyl. En koldioxidmolekyl väger mer än en metanmolekyl ca 2,7 gånger mer. Så ett kilo metangas kommer efter dörbränning ge 2,7 kilo koldioxid.&lt;/div&gt;
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Både E.On och fordonsgas.se lovar att de har minst 50% biogas i sin fordonsgas så för varje kilo biogas bilen förbrukar får vi även med 2,7 kg koldioxid från fosil metangas. Dvs för varje kg biogas vi förbrukar släpper vi ut 5,4 kg koldioxid vilket är mycket mindre än de 21 kg koldioxid vårt biogaskilo motsvarar i växthuseffekt.&lt;/div&gt;
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Bilen drar ca 0,4 kg gas per mil varv 0,2 kg är biogas. Varje kg förbrukad biogas gav en växthuseffektsbesparing motsvarande 15,6 kg koldioxid så för varje körd mil på gas minskar vi växthuseffekten motsvarande 3,1 kg. Vi kör ca 1500 mil per år vilket ger en minskning av växthusgaser motsvarande 4,6 ton per år.&lt;/div&gt;
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Enligt &lt;a href=&quot;http://www.icao.int/environmental-protection/CarbonOffset/Pages/default.aspx&quot; target=&quot;_blank&quot;&gt;ICAO&lt;/a&gt; så släpper man ut ca 500 kg koldioxid på en flygning tur och retur till medelhavet, så vi &amp;nbsp;kan åka tre personer till medelhavet tre gånger per år och ändå vara växthusgasneutrala på våra resor.&lt;/div&gt;
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</description><link>http://sma-funderingar.blogspot.com/2014/10/kor-bil-for-miljons-skull.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-8386219509415606095</guid><pubDate>Thu, 21 Aug 2014 09:14:00 +0000</pubDate><atom:updated>2014-08-21T21:23:43.755+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Stadsbyggnad</category><title>Var ska vi förtäta Göteborg</title><description>Göteborg är en växande stad och alla nya invånare behöver någonstans att bo. Det finns två vägar att välja när nya bostäder byggs, antingen lägga dem utanför den befintliga staden och omvandla skog, ängar och andra orörda naturområden och bygga nya vägar därifrån och in till stadskärnan så alla som bor ute i periferin kan ta sig dit med sina bilar. Detta byggsätt har vi mer eller mindre uteslutande använt sedan 60-talet och det har medfört dålig kollektivtrafik och bilberoende.&lt;br /&gt;
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De senaste åren börjar nybyggnadstrenden svänga över mot att bygga på obebyggda ytor inne i befintliga bebyggelsen så de nya invånarna får kortare avstånd till stadskärnan samt kan använda redan befintlig infrastruktur. Jag tycker att den senare varianten är att föredra. Men då är frågan var vi skall förtäta staden. Om vi börjar med att förtäta våra ytterområden så kommer de som flyttar dit kunna använda befintlig infrastruktur, men de kommer fortfarande bo långt från stadskärnan så de blir beroende av transporter för att komma dit.&lt;br /&gt;
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Om man istället börjar inifrån och låter staden växa sig tät i mitten först och sedan fortsätta täta till längre och längre ut kommer det att finnas underlag för butiker och restauranger i närområdet så man slipper transportera sig längre än en promenad för att komma till dem.&lt;br /&gt;
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Vilken täthet behövs då för att uppnå underlag för butiker och restauranger? FN-organisationen &lt;a href=&quot;http://unhabitat.org/a-new-strategy-of-sustainable-neighbourhood-planning-five-principles-urban-planning-discussion-note-3/&quot; target=&quot;_blank&quot;&gt;UN Habitat rekommenderar att städer skall ha en täthet på minst 15000 invånare per kvadratkilometer&lt;/a&gt;, men ju tätare en stad är desto mer service kommer finnas lokalt. Min favoritstad att jämföra med är &lt;a href=&quot;http://de.wikipedia.org/wiki/Wiener_Gemeindebezirke#Liste_der_Wiener_Gemeindebezirke&quot; target=&quot;_blank&quot;&gt;Wien&lt;/a&gt; och där ligger befolkningstätheten i de centrala områdena, bezirk 4-8, mellan 15000 och 26000 invånare per kvadratkilometer, så någonstans i det intervallet borde vi sikta in oss. Låt oss tills vidare välja 17000 inv/kvadratkilometer så vi har något att räkna med. Tätare än så tror jag det är svårt att bygga i Göteborgs bergiga terräng.&lt;br /&gt;
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Hur många ska då bo i detta täta centrumområde?&lt;br /&gt;
Det skulle vara enkelt att ta hela Göteborgs befolkning och försöka trycka in den i den täta stadskärnan men det skulle innebära att vi skulle behöva riva våra befintliga ytterområden som Biskopsgården, Frölunda, Angered, Bergsjön mfl. Det finns säkert de som tycker att det skulle vara en bra idé men jag tycker det låter som resursslöseri, så istället för att dra igång en ny rivningsvåg likt den på 60-talet så tycker jag att vi nöjer oss med att bygga för den ökande befolkningen och låter befintliga bostäder finnas kvar.&lt;br /&gt;
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För att få en liten aning om hur många som bor inom det område som kommer att behövas byggas tätt kan vi beräkna befolkningen inom de tre centrala stadsdelarna, Centrum, Lundby och Majorna-Linné och när vi sedan ser vilket område den befolkningen skulle behöva breda ut sig över se om det skulle sträcka sig utanför de stadsdelarna. Befolkningen i stadsdelarna kan vi hitta i &lt;a href=&quot;http://www4.goteborg.se/prod/G-info/statistik.nsf&quot; target=&quot;_blank&quot;&gt;Göteborgs statistikdatabas&lt;/a&gt;&amp;nbsp;och ser där att det blir 59 071 + 46 059 + 63 126 = 168 256 invånare 2013. Om dessa bor med tidigare beskriven täthet behöver de en yta av knappt 10 kvadratkilometer.&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Cirkel som visar 10 kvadratkilometer centrerade runt Gustaf Adolfs Torg&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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Som vi ser så sträcker sig inte cirkeln utanför de tre stadsdelarna som vi räknar befolkningen utan snarare är det mycket av dem som hamnar utanför cirkeln. Så när vi använder den folkmängden så räknar vi redan högt.&lt;/div&gt;
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Vad vi mer ser på statistiksidan är att Göteborgs befolkning ökar med i snitt 5000 personer per år de senaste 10 åren. Om vi nu vill att hela befolkningsökningen skall ske inom det täta centrumområdet kan vi då rita motsvarande bild med årsringar. Varje cirkel i kartan nedan visar hur den täta staden behöver växa med 20 års intervall.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZOX4wi4G_FRmfZyw6eu4dKZsd30boZ-aqilC1AqIfAZR-2-hKvFven2uKSdp6cUTvn0zZjzw44HMHxwdKEBKgd1W7DkPXnMBIv0j4RvWjhdwo-j9-Ajesb5beE6-WL49sqG2JaezgsGE/s1600/G%C3%B6teborgs+%C3%A5rsringar.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZOX4wi4G_FRmfZyw6eu4dKZsd30boZ-aqilC1AqIfAZR-2-hKvFven2uKSdp6cUTvn0zZjzw44HMHxwdKEBKgd1W7DkPXnMBIv0j4RvWjhdwo-j9-Ajesb5beE6-WL49sqG2JaezgsGE/s1600/G%C3%B6teborgs+%C3%A5rsringar.png&quot; height=&quot;307&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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På den bilden kan vi se att Norra Guldheden kan komma i anspråk relativt snart, Gråberget cirka 2043 medan till exempel Sjöbergen inte borde känna sig hotat förrän tidigast 2073. Vi ser också att till exempel Eriksberg är exploaterat alldeles för tidigt. I bilden kan man utläsa att även omgivande stadsdelar börjar komma innanför cirklarna redan 2033 men det kompenseras av att stora tätbebyggda delar av Lundby inte kommer med förrän 2073, så beräkningen borde fungera som överslag ändå. När man gör det här på riktigt kan man räkna med mer exakta siffror och uppdatera efter verklig utveckling.&lt;br /&gt;
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Hur kan man då förtäta enligt denna plan? Antingen kör man på och ritar planer som blir överklagade av de närboende i all evighet eller också ber man de närboende om hjälp. Jag skulle vilja se en modell där idag alla primärområden som ligger innanför 2033 års linje skickar ut en inbjudan till sina invånare där de ber om hjälp hur staden skall förtätas. Man talar om varför täthet är viktigt och hur många nya bostäder som behöver byggas inom primärområdet den närmsta 20 års perioden för att nå den önskade tätheten och ber invånarna placera ut dem innan detaljplanearbetet påbörjas. När tiden går och ytterligare primärområden faller innanför årsringen 20 år in i framtiden kör man samma process där. Det kan ske på möten eller över nätet vilket som bedöms lättast. Det kommer knappast att få bort alla överklaganden, men de borde minska kraftigt.&lt;br /&gt;
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Vad gör man då med områdena utanför aktuella årsringar? Man skall naturligtvis inte förbjuda förtätning där men där kan man låta privata aktörer driva frågan och skapa detaljplaner. Byggnadskontorets uppgift där kan inskränka sig till att granska detaljplaneförslagen och se att de inte omöjliggör kommande förtätning.&lt;br /&gt;
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Det här är min vision av hur Göteborg ska växa resten av mitt liv.</description><link>http://sma-funderingar.blogspot.com/2014/08/var-ska-vi-fortata-goteborg.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSg_jJwmoz9O70SpaFbVYwh5hAUCwNgdth7l_YZWtSMlxsdn73ZE4OMrhnfHDn8As7sdKY3udU6xLWzwyt9pwBF8Je_nd-unAk-lk1vn15L8jVdICx1QTil8O5j24M-nKhvL0RmZNkC7Y/s72-c/hLC4IGvNJM+(2).png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2985186542448151131.post-4313996010303417268</guid><pubDate>Sun, 03 Feb 2013 10:45:00 +0000</pubDate><atom:updated>2013-02-03T11:45:53.230+01:00</atom:updated><title>Tack aftonbladet</title><description>Idag när jag var på ICA och handlade sneglade jag lite på kvällstidningarnas förstasidor. Aftonbladets &lt;a href=&quot;http://www.aftonbladet.se/nojesbladet/article16174480.ab&quot; target=&quot;_blank&quot;&gt;huvudrubrik&lt;/a&gt;&amp;nbsp;gjorde mig lugn. De hade blåst upp en liten grafikmiss i melodifestivalens första deltävlings första röstomgång till något som liknade en världskatastrof. Ett bidrag som gick vidare till andra röstomgången visades i grafiken lite innan det avslöjades av programledaren.&lt;br /&gt;
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När en sån miss får rubriker av den storleken vet man att man lever i en ganska lugn och trygg värld.&lt;br /&gt;
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Tack aftonbladet.</description><link>http://sma-funderingar.blogspot.com/2013/02/tack-aftonbladet.html</link><author>noreply@blogger.com (Unknown)</author><thr:total>0</thr:total></item></channel></rss>