<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='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'><id>tag:blogger.com,1999:blog-4170256852614012153</id><updated>2024-10-06T21:29:33.686-07:00</updated><title type='text'>:. Eu amo Química .:</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://quimica-euamo.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>11</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-5523915615633088529</id><published>2011-12-22T08:42:00.001-08:00</published><updated>2011-12-22T08:42:15.848-08:00</updated><title type='text'>Poluição diminui stress?!</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img height=&quot;253&quot; src=&quot;http://ibxk.com.br/2011/11/materias/75453751410162215.jpg&quot; width=&quot;400&quot; /&gt; &lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; font-family: Verdana, sans-serif; font-size: 16px; text-align: justify;&quot;&gt;Estudos tentam comprovar que o monóxido de Carbono (CO²) em pequenas quantidades podem ser útil à saúde.&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;&lt;div style=&quot;background-color: white; font-size: 16px; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Professores da Universidade de Tel Aviv, Israel, mostraram que o CO² &amp;nbsp;pode ajudar a combater o stress em lugares tumultuados ou com poluição visual, sendo que assim, nem precisaremos produzi-lo, pois já estará presente em equipamentos do cotidiano.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/5523915615633088529'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/5523915615633088529'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/poluicao-diminui-stress.html' title='Poluição diminui stress?!'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-8679928790516497042</id><published>2011-12-22T08:05:00.000-08:00</published><updated>2011-12-22T09:57:21.471-08:00</updated><title type='text'>A menor Tabela Periódica do mundo</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Com o post anterior, podemos achar que a Tabela Periódica cresce cada vez mais, mas o vídeo abaixo pode nos mostrar o contrário. Isso mesmo, a Tabela Periódica em uma resolução menor. Veja:&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 class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/cQU2IAsQak8?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&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 class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Como mostra o vídeo, um cientista da Universidade de Nottingham foi capaz de inscrever uma Tabela Periódica em um fio de cabelo humano, a Tabela ficou com 89,67 por 46,39 micrômeros (1 micrômero equivale a 1 cm/1000). A iniciativa foi dada por um microscopista chamado Mike Fay que usou o cabelo do professor Martyn Poliacoff e o deu de presente de aniversário.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Para o processo ser realizado, foi necessário o fio de cabelo ser colocado em &amp;nbsp;uma lâmina de cobre dentro de um microscópio eletrônico. Em seguida, ela foi irradiada por íons de gálio, que aos poucos inscreveram os 118 elementos no cabelo do professor Poliacoff.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;b&gt;Anexo: &lt;/b&gt;&lt;i&gt;Veja aqui uma tabela periódica interativa para dinamizar seus estudos.&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.ptable.com/?lang=pt&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: #999999;&quot;&gt;Clique aqui.&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;a href=&quot;https://www.facebook.com/profile.php?id=100001865085864&quot; target=&quot;_blank&quot;&gt;Vitória Grécia&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span id=&quot;goog_967055829&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_967055830&quot;&gt;&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/8679928790516497042'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/8679928790516497042'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/menor-tabela-periodica-do-mundo.html' title='A menor Tabela Periódica do mundo'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-9164139629552225858</id><published>2011-12-22T07:47:00.000-08:00</published><updated>2011-12-22T08:15:00.887-08:00</updated><title type='text'>Ficou mais complicado</title><content type='html'>&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img height=&quot;192&quot; src=&quot;http://ibxk.com.br/2011/11/materias/207000109814343.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;320&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Uun, Uuu e Uub.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;É, jovens alunos, nossos dias de química, acabam de ficar mais complicados. A Assembléia Geral da União de Química Pura e Aplicada (IUPAC), declarou três novos elementos na Tabela Periódica. São os de números 110, 111 e 112, chamados de Darmstádio, Roentgênia e Copernício respectivamente, que podem ser gerados apenas em laboratórios e são altamente instáveis. Os nomes forma dados em homenagem a grandes físicos que finalmente aparecem na Tabela Periódica.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/9164139629552225858'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/9164139629552225858'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/ficou-mais-complicado.html' title='Ficou mais complicado'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-1015618420290408044</id><published>2011-12-22T07:27:00.000-08:00</published><updated>2011-12-22T07:30:08.345-08:00</updated><title type='text'>O que a Química não faz?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&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; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://ibxk.com.br/2011/12/materias/7740362968161617.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Cientistas vem trabalhando no projeto há 10 anos e pretendem usar no &lt;br /&gt;
início de 2012.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Como perfurações na camada da Terra tem sido muito lenta e dispendiosa, cientistas tentam recriar o núcleo da Terra em laboratório.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Uma esfera gigante de três metros de altura, torna-se a esperança para a ciência entender como funciona o núcleo da Terra. Esse projeto já vem sido desenvolvido há 10 anos, na universidade de Maryland nos Estado Unidos da América, e com ele já foi gasto por volta de 2 milhões de dólares e agora, está prestes para funcionar.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Para quem ver esta enorme esfera acima pode nunca imaginar que dentro dela há uma esfera menor de 1 metro, separada da esfera exterior por 13 mil quilos de sódio derretido a uma temperatura de 105 °C. As duas esferas são movidas por motores diferentes tendo assim, rotações independentes, supondo o núcleo terrestre.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Os cientistas esperam que a esfera funcione no começo de 2012, e possa criar um campo eletromagnético, como acontece no núcleo. Se isso acontecer, o ser humano terá criado, pela primeira vez o funcionamento do interior da Terra, que poderá servir de modelo de estudo sobre o núcleo.&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/1015618420290408044'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/1015618420290408044'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/simulador-do-nucleo-da-terra.html' title='O que a Química não faz?'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-2535973269947346403</id><published>2011-12-22T05:26:00.000-08:00</published><updated>2011-12-22T07:09:40.084-08:00</updated><title type='text'>Estrela que expele água</title><content type='html'>&lt;div style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&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; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img height=&quot;293&quot; src=&quot;http://info.abril.com.br/aberto/infonews/fotos/disco-de-agua-20111021120435.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;400&quot; /&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;A estrela que expele água&lt;/i&gt;, ao seu redor parece até que &lt;br /&gt;
há&amp;nbsp;milhares&amp;nbsp;de oceanos.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div&gt;Bom, todos sabemos que os cientistas procuram vidas em outros planetas, porém, para haver vida em outros planetas eles procuram a fonte delas: a água. A apenas 750 anos-luz da Terra eles encontraram uma tal estrela que expele para o espaço esse líquido fundamental a 199 mil quilômetros por hora.&lt;/div&gt;&lt;div&gt;Essa descoberta para alguns pode parecer insignificante, contudo, a mesma é importante em vários fatores. Ela indica que em todo o universo, estrelas jovens podem ser grandes distribuidoras de água possibilitando vida em outros planetas. Assim, é possível avançar estudos sobre o próprio Sol, pois duvida-se que a água pode ter desempenhado importantes funções em sua formação, assim como em nosso planeta.&lt;/div&gt;&lt;div&gt;Segundo pesquisadores, a água ejetada por essa estrela equivale à quantidade de água que flui do rio Amazonas a cada segundo. Astrônomos acreditam que a fase da estrela expelir água é curta e que todas as estrela passem por isso em alguma fase de sua formação. Se isso for verdade, pode haver água por todo o universo.&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/2535973269947346403'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/2535973269947346403'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/estrela-que-expele-agua.html' title='Estrela que expele água'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-470313613287824113</id><published>2011-12-22T05:08:00.000-08:00</published><updated>2011-12-22T05:08:07.790-08:00</updated><title type='text'>Congelar água com fogo?</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;http://files.almadanoite.webnode.com.br/200000062-e130de22ab/gelo_fogo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://files.almadanoite.webnode.com.br/200000062-e130de22ab/gelo_fogo.jpg&quot; width=&quot;305&quot; /&gt;&lt;/a&gt;Alguma vez na sua vida, já imaginou a famosa água sendo congelada com fogo? Acho que alguém nunca imaginaria isso né? Errado, os cientistas já descobriram que esse fenômeno é realmente possível.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Você deve ter aprendido que a água congela a zero graus Celsius. De forma surpreendente, foi descoberto que se ela estiver em uma garrafa lisa sem nenhuma partícula de atrito, ela pode permanecer líquida até quarenta graus negativos, chamando esse fenômeno de super-resfriada.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Concluíram&amp;nbsp;que para que a água se transforme em cristais de gelo, é necessário haver poeria (atrito) no ambiente.&amp;nbsp;&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Agora, os cientistas deduziram que a água pode se transformar em gelo sendo aquecida a altas temperaturas. Com filmes piroelétricos quase-amorfos, que mudam a carga elétrica com o calor, eles conseguiram congelar a água aquecendo-a.&amp;nbsp;&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Explicaram que quando esses filmes estão com carga positiva, a água é mais fácil de ser congelada e quando a carga é negativa, acontece o contrário. Assim, seria possível congelar a água quando a alta temperatura alterasse a carga do filme.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Essas descobertas podem também ajudar na&amp;nbsp;crio-preservação&amp;nbsp;de células, na proteção de plantações contra temperaturas muito baixas e no entendimento da formação de nuvens.&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/470313613287824113'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/470313613287824113'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/congelar-agua-com-fogo.html' title='Congelar água com fogo?'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-7874066478780815723</id><published>2011-12-22T03:21:00.000-08:00</published><updated>2011-12-22T03:23:14.750-08:00</updated><title type='text'>A química do Amor</title><content type='html'>&lt;span style=&quot;font-family: &#39;Trebuchet MS&#39;, sans-serif;&quot;&gt;Todos nós já ouvimos alguém falar &quot;Rolou uma química entre nós&quot; ou algo do tipo. Mas porque as pessoas dizem isso? Talvez a maioria delas nem saiba também.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &#39;Trebuchet MS&#39;, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font: normal normal normal 12px/normal sans-serif; line-height: 18px; margin-bottom: 1.2em; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: &#39;Trebuchet MS&#39;, sans-serif; font-size: small;&quot;&gt;O sentimento não afeta só o nosso ego de forma figurada, mas está presente de forma mais concreta, produz reações visíveis em nosso corpo inteiro. Se não fosse assim como explicar as mãos suando, coração acelerado, respiração pesada, olhar perdido (tipo “peixe morto”), o ficar rubro quando se está perto do ser amado?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font: normal normal normal 12px/normal sans-serif; line-height: 18px; margin-bottom: 1.2em; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: &#39;Trebuchet MS&#39;, sans-serif; font-size: small;&quot;&gt;Afinal, o&amp;nbsp;amor&lt;taghw&gt;&amp;nbsp; tem algo a ver com a Química? Na verdade o amor é química! Todos os&amp;nbsp;sintomas&amp;nbsp;relatados acima têm uma explicação científica: são causados por um fluxo de substâncias&amp;nbsp;químicas&amp;nbsp;&lt;/taghw&gt;fabricadas no corpo da pessoa apaixonada. Entre essas substâncias estão: adrenalina, noradrenalina, feniletilamina, dopamina, oxitocina, a serotonina e as endorfinas.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font: normal normal normal 12px/normal sans-serif; line-height: 18px; margin-bottom: 1.2em; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; vertical-align: baseline;&quot;&gt;&lt;taghw&gt;&lt;span style=&quot;font-family: &#39;Trebuchet MS&#39;, sans-serif; font-size: small;&quot;&gt;A dopamina é considerada o “elemento químico do prazer”, que produz a sensação de felicidade. A norepinefrina é o hormônio&amp;nbsp;responsável&amp;nbsp;pelo desejo sexual entre um casal, é semelhante à adrenalina e causa a aceleração do coração e a excitação. De acordo com Helen Fisher, antropóloga e pesquisadora do amor da Universidade Rutgers, estes&amp;nbsp;dois elementos juntos causam elevação, energia intensa, falta de sono, paixão, perda de apetite e foco único. Ela também afirma que “O corpo humano lança o coquetel do êxtase do amor apenas quando encontramos certas condições e… os homens produzem esse coquetel com mais facilidade, por causa de sua natureza mais visual”.&lt;/span&gt;&lt;/taghw&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font: normal normal normal 12px/normal sans-serif; line-height: 18px; margin-bottom: 1.2em; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: &#39;Trebuchet MS&#39;, sans-serif;&quot;&gt;&lt;img alt=&quot;love-8&quot; height=&quot;289&quot; src=&quot;http://www.quimicalizando.com/wp-content/uploads/2009/07/love-8.gif&quot; width=&quot;320&quot; /&gt;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;taghw&gt;Os pesquisadores estão usando exames de ressonância magnética para analisar o cérebro das pessoas enquanto elas observam a fotografia&amp;nbsp;de quem amam. Segundo Helen Fisher, famosa antropóloga e pesquisadora da Universidade Rutgers, o que eles vêem nessas imagens durante a fase “não-penso-em-outra-coisa” do amor – a fase da atração – é o direcionamento biológico de focar em uma única pessoa. As imagens mostraram um aumento no fluxo de sangue&lt;/taghw&gt;&lt;taghw&gt;&amp;nbsp; nas áreas do cérebro com altas concentrações de receptores de dopamina, substância associada aos estágios de euforia, paixão e vício. Os altos níveis de dopamina também estão associados à norepinefrina, que aumenta a atenção, memória&amp;nbsp;&amp;nbsp;de curto prazo, hiperatividade, falta de sono e comportamento orientado. Em outras palavras, casais nessa fase se concentram muito no relacionamento e deixam de lado todo o resto.&lt;/taghw&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font: normal normal normal 12px/normal sans-serif; line-height: 18px; margin-bottom: 1.2em; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; vertical-align: baseline;&quot;&gt;&lt;taghw&gt;&lt;span style=&quot;font-family: &#39;Trebuchet MS&#39;, sans-serif; font-size: small;&quot;&gt;Outra possível explicação para o foco intenso e a idealização que ocorrem na fase da atração vem dos pesquisadores do University College, em Londres. Eles descobriram que as pessoas apaixonadas têm níveis mais baixos de serotonina e os circuitos nervosos associados à avaliação dos outros são reprimidos. Esses níveis mais baixos de serotonina são os mesmos encontrados em pessoas com transtorno obsessivo-compulsivo, o que pode ser a explicação da obsessão que os&amp;nbsp;apaixonados&amp;nbsp;têm por seus parceiros.&lt;/span&gt;&lt;/taghw&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/7874066478780815723'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/7874066478780815723'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/quimica-do-amor.html' title='A química do Amor'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-539795968642260351</id><published>2011-12-08T15:40:00.001-08:00</published><updated>2011-12-08T16:21:25.938-08:00</updated><title type='text'>Curiosidades Químicas</title><content type='html'>&lt;b&gt;Você sabe como o &lt;i&gt;air bag &lt;/i&gt;funciona?&lt;/b&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;O&amp;nbsp;&lt;i&gt;air bag&lt;/i&gt;&amp;nbsp;é formado por um dispositivo que contém azida de sódio, NaN&lt;sub&gt;3&lt;/sub&gt;. Este dispositivo está acoplado a um balão, que fica no painel do automóvel. Quando occore uma colisão, sensores instalados no pára-choques do automóvel e que estão ligados ao dispositivo com azida de sódio, produzem uma faísca, que aciona a decomposição do NaN&lt;sub&gt;3&lt;/sub&gt;:&lt;br /&gt;&lt;br /&gt;2NaN&lt;sub&gt;3&lt;/sub&gt;(s) + O&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;®&amp;nbsp;3N&lt;sub&gt;2&lt;/sub&gt;(g) + Na&lt;sub&gt;2&lt;/sub&gt;O&lt;sub&gt;2&lt;/sub&gt;(s)&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Alguns centésimos de segundo depois, o&amp;nbsp;&lt;i&gt;air bag&lt;/i&gt;&amp;nbsp;está completamente inflado, salvando vidas.&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;Por que os cabelos ficam brancos?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Alguma única vez já parou para pensar nessa questão? Bom, se sim ou se não, vamos explicar bem direitinho para que você entenda. De acordo com as atuais teorias do envelhecimento, cabelos brancos surgem quando as estruturas que compõem suas células se oxidam devido à ação dos radicais livres - tipos reativos de oxigênio capazes de provocar danos celulares. Os radicais livres são moléculas instáveis, com número ímpar de&amp;nbsp;elétrons&amp;nbsp;que desequilibram as funções celulares. No nosso organismo, milhares de radicais livres são formados e destruídos a cada minuto.&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;Assim, mais de 95% do oxigênio absorvido na respiração são transformados em água no interior das células, enquanto os 5% restantes passam por outras etapas antes disso e permanecem sob a forma de radicais livres. A poluição ambiental, os maus hábitos alimentares, a vida sedentária e a própria idade contribuem para o aumento na produção dos radicais livres, que facilitam o surgimento de doenças e o envelhecimento precoce.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&amp;nbsp;Às vezes, os cabelos embranquecem precocemente, em geral quando, além de ter predisposição genética para isso, a pessoa enfrenta problemas particulares graves. Numa situação de estresse emocional, por exemplo, o organismo libera grande quantidade de adrenalina, substância altamente oxidante que contribui para o aumento dos radicais livres na corrente sangüínea - e daí, para o surgimento de cabelos brancos.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;b&gt;Frases nem um pouco corretas&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;É claro que você já deve ter ouvido falar em provérbios né? Pois bem, alguns até dizem a verdade, mas tem outros... É sobre esses que vamos falar agora, muita gente costuma falar coisas sem nem entender seu significado, ainda mais quando se trata de química.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;É provável que você já tenha escutado essa frase, principalmente vindo de seu pai ou sua mãe:&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;i&gt;&quot;Nenhuma substância natural é nociva.&quot;&amp;nbsp;&lt;/i&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;Analisemos agora. A cocaína é natural e mesmo assim, é um psicotrópico muito desastrante, o que torna essa frase errada.&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;Ah, essa é uma bem popular, talvez já tenha escutado: &lt;i&gt;&quot;Lixo químico...&quot;&lt;/i&gt;&amp;nbsp;Bom, o erro dessa já tá na cara né? Afinal, todo lixo é químico, tudo é químico, resíduos de alimentos são tão químicos quanto cianeto.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;Outra bem popular: &lt;i&gt;&quot;...Tal produto não tem química&quot; &lt;/i&gt;Qual é? Tudo tem química!&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;i&gt;&quot;Tudo que é sintético faz mal.&quot; &lt;/i&gt;&amp;nbsp;A aspirina é 100% artificial e combate não só a dor de cabeça como também ajuda na prevenção de problemas cardíacos.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;Além dessas, existem muitas outras que não serão colocadas aqui.&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;b&gt;Porque a cebola provoca lágrimas?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;Dentre todas as substâncias presentes na cebola, uma delas é o dissulfeto de alila. Quando a cebola é cortada, essa substância é volatizada, ou seja, é liberada, chegando até as mucosas dos nossos olhos e irritando-as.&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;a href=&quot;https://www.facebook.com/profile.php?id=100001865085864&quot;&gt;Vitória Grécia.&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;/ul&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/539795968642260351'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/539795968642260351'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/curiosidades-quimicas.html' title='Curiosidades Químicas'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-6723471318528687992</id><published>2011-12-08T07:23:00.001-08:00</published><updated>2011-12-08T16:21:52.200-08:00</updated><title type='text'>Deduções da Matéria</title><content type='html'>&lt;br /&gt;
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&lt;img height=&quot;320&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/3/37/Sciences_exactes.svg/220px-Sciences_exactes.svg.png&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;
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Agora, vamos contar para vocês um pouco dos princípios da matéria. Você já deve saber que tudo é composto por matéria, mas afinal, o que é matéria? Era essa pergunta que estava nas cabeças de Empédocles e Aristóteles, porém ambos deduziram que tudo era formado por quatro elementos: Terra, Vento, Água e Fogo. Paralelamente a essas hipóteses, outra teoria era discutida, o &lt;i&gt;atomismo&lt;/i&gt;, que postulava que a matéria era constituída por partículas indivisíveis chamadas átomos. Essa teoria fora proposta por Demócrito de Abdera, não foi popular no Ocidente devido às palavras de Aristóteles na Europa, porém a teoria de Demócrito ficou presente até o início da Idade Moderna.&amp;nbsp;&lt;/div&gt;
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Demócrito propôs que tudo quanto é matéria era resultado da combinação de átomos de quatro elementos químicos: Terra, Ar, Água e Fogo. Demócrito usou como base a lógica e sua intuição, porém sua dedução foi rejeitada por dos maiores lógicos de todos os tempos, Aristóteles que fortaleceu ainda mais sua teoria, mantendo-a até a Renascença. Levando em consideração que todo modelo não deve ser apenas lógico mais também consistente com experiências, as mesmas demonstraram que o comportamento das substâncias não era coerente com a&amp;nbsp;ideia&amp;nbsp;de Aristóteles que logo desmoronou.&lt;/div&gt;
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Em 1808, John Dalton propôs a ideia de que o átomo seria a menor e indivisível unidade da matéria. Baseado em experimentos, Joseph Proust já tinha dito que toda substância tinha uma composição constante e&amp;nbsp;homogênea. Por exemplo, a água sem importar de onde veio e como está, sempre será formada por duas moléculas de Hidrogênio e uma de Oxigênio.&lt;br /&gt;
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&lt;a href=&quot;https://www.facebook.com/profile.php?id=100001865085864&quot;&gt;Vitória Grécia.&lt;/a&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/6723471318528687992'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/6723471318528687992'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/deducoes-da-materia.html' title='Deduções da Matéria'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-5590105517617908916</id><published>2011-12-08T02:18:00.000-08:00</published><updated>2011-12-08T16:22:18.994-08:00</updated><title type='text'>A Química como ciência</title><content type='html'>&lt;div style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;
&lt;img height=&quot;320&quot; src=&quot;http://usuarios.cultura.com.br/jmrezende/Lavoisier.jpg&quot; width=&quot;241&quot; /&gt;&lt;/div&gt;
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A Química como tal, surge no século XVII, com estudos de alquimia, que se tornaram populares entre cientistas dessa época. &amp;nbsp;Os alquimistas passaram a desenvolver hipóteses racionais sobre os empíricos obtidos, procuravam leis racionais para tentar simplificar, de forma coerente, as informações obtidas. O &lt;i&gt;princípio da conservação da massa&lt;/i&gt; e o entendimento da influência da atmosfera nos experimentos, já determinados e explicados por Lavoisier, tornaram os mesmos cada vez mais complexos e precisos. Foi a partir dessas leis de Lavoisier que teve início a &lt;b&gt;ciência Química.&lt;/b&gt;&lt;br /&gt;
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&lt;a href=&quot;https://www.facebook.com/profile.php?id=100001865085864&quot;&gt;Vitória Grécia.&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/5590105517617908916'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/5590105517617908916'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/quimica-como-ciencia.html' title='A Química como ciência'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4170256852614012153.post-55265677465783374</id><published>2011-12-07T08:56:00.000-08:00</published><updated>2011-12-08T13:40:22.519-08:00</updated><title type='text'>Introdução à Química</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&quot; 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A Química, desde milhares de anos antes de Cristo, está totalmente ligada ao desenvolvimento da humanidade abordando todas as transformações de matérias e teorias correspondentes. Naturalmente a Química se relaciona suavemente com a história dos químicos e dá ênfase nos sucessos alcançados por uma determinada nação.&amp;nbsp;&lt;/div&gt;
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A Química deu muitas voltas sem ser epecificamente percebida como tal, porém&lt;i&gt; como ciência&lt;/i&gt; a Química surgiu em meados do século XVII a partir de pesquisas de alquimistas da época. Muitos consideram que os &lt;i&gt;princípios básicos&lt;/i&gt; da Química foram vistos pela primeira vez na obra do cientista britânico Antoine Lavoisier e suas descobertas em relação ao Oxigênio com Carl Wilhelm Scheele, também criaram a Lei da Conservação da Massa e à refutação da Teoria do Flogisto como Teoria da Combustão.&lt;br /&gt;
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&lt;a href=&quot;https://www.facebook.com/profile.php?id=100001865085864&quot;&gt;Vitória Grécia.&lt;/a&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/55265677465783374'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4170256852614012153/posts/default/55265677465783374'/><link rel='alternate' type='text/html' href='http://quimica-euamo.blogspot.com/2011/12/historia-e-origem-da-quimica-como.html' title='Introdução à Química'/><author><name>I Love Chemistry</name><uri>http://www.blogger.com/profile/11478165675081202314</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMVsARF8q59yVKlg5e5PAX1y0wZotNssQs0StwX7zpr-fGk4SuSSOwNx-wnu2Q230k2zZFz43KdOzV1G2TdYlkXTVGhRjd18JjMZPPHgm2IApUMary5YFft2U_8cSE/s220/quimica.gif'/></author></entry></feed>