<?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-4675893159329982822</id><updated>2024-12-19T08:56:09.274+05:30</updated><category term="Electrical - Basic"/><category term="Electrical - Circuits"/><title type='text'>Electrical Zilla - All Electrical Knowledge</title><subtitle type='html'>Most popular site to learn electrical basics, electrical principles, electrical motors, electrical components, electrical projects, A to Z Info about electrical. A 100% FREE Electronics and Electrical engineering study site. Get a University-level Electrical Engineering education – explained in plain English</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='https://electricalzilla.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4675893159329982822/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='https://electricalzilla.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>ElectricialZilla</name><uri>http://www.blogger.com/profile/14224919488238887235</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='13' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3mnkX1uwrwK3z5oYiXU-THAplOq0Tsd8gr6-9S-k99dxiFzF1X5KSAD366IVy_-zjQSloljdWlnL7c55vylMknPypmaKxoEuVhpfI2ikqzBcpMvk2iJWn32ylv5YfKg/s150/ElectricalZilla.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>4</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4675893159329982822.post-209452463528062591</id><published>2020-10-13T13:57:00.002+05:30</published><updated>2020-10-16T19:27:45.596+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Electrical - Basic"/><title type='text'>Electromotive Force EMF - Definition, Unit, Circuit Diagram</title><content type='html'>&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;In this post you will learn about&amp;nbsp;electromotive force vs voltage, electromotive force formula, electromotive force definition physics, electromotive force application&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/b/R29vZ2xl/AVvXsEh9JBM2B2EdXPaIrPl2Z_fSis4KDCRmXlbL8KLkzehkxryGHxpzSq63xUxHRMYllX_hNviRpjtr-7DqvxEDcFPcGy6KZ4lG2LTLYyBXc6u05IBeBKkfOsUoNA-zpzn4px7-6QWFKk1HWg/s2048/ElectricalZilla.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1280&quot; data-original-width=&quot;2048&quot; height=&quot;250&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9JBM2B2EdXPaIrPl2Z_fSis4KDCRmXlbL8KLkzehkxryGHxpzSq63xUxHRMYllX_hNviRpjtr-7DqvxEDcFPcGy6KZ4lG2LTLYyBXc6u05IBeBKkfOsUoNA-zpzn4px7-6QWFKk1HWg/w400-h250/ElectricalZilla.jpg&quot; title=&quot;Electromotive Force&quot; width=&quot;400&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;span style=&quot;background-color: white; color: #222222;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;b&gt;EMF&lt;/b&gt; is the short form of electromotive force.&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Arial, Helvetica, sans-serif&quot; style=&quot;background-color: white; color: #222222;&quot;&gt;All the metals&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Arial, Helvetica, sans-serif&quot; style=&quot;background-color: white; color: #222222;&quot;&gt;contain a large number of free electrons which move randomly in all the directions, inside the metal piece, if no external source is connected.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div dir=&quot;auto&quot; style=&quot;background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;If a battery or voltage source is connected across a metal piece as shown in Fig. then the free electrons will move in the direction of positive end of the external de source. This happens due to the electric force or pressure by the external battery.&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot; style=&quot;background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;h1 style=&quot;background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Definition&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;div dir=&quot;auto&quot; style=&quot;background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The electrical force or pressure that causes the electrons to move in a particular direction is called as the electromotive force EMF&lt;/span&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/AVvXsEiMkEXHYePMdF3Z8SYhKhB-cvaYOQ0BHwGV3mGDo9YM9NjvtJGzgcLGTlS39sdnEosF4XKBQPLiF62n_k8HMGfm8CGT_n-SMUaNmQTU1Iwo6748OJVp9rrFi0MGGfB4xGP6plmrNH700Q/s1888/Electromotive+Force.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;781&quot; data-original-width=&quot;1888&quot; height=&quot;132&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMkEXHYePMdF3Z8SYhKhB-cvaYOQ0BHwGV3mGDo9YM9NjvtJGzgcLGTlS39sdnEosF4XKBQPLiF62n_k8HMGfm8CGT_n-SMUaNmQTU1Iwo6748OJVp9rrFi0MGGfB4xGP6plmrNH700Q/w320-h132/Electromotive+Force.jpg&quot; title=&quot;Electromotive Force Circuit Diagram&quot; width=&quot;320&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 class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXmgym69z7FKLH77d7P6-bapc_fgpRSl4tfcsFbQzI7NinVtfhRZuaefyilCbeZUTy6UqkEy49CCckAAG1hD5MGFUS7KupDUHJUQ8vY4scGhQma8kFSaMlX-7XdTwpa431EJ5waM2P5g/s2233/Electromotive+force+defination.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1013&quot; data-original-width=&quot;2233&quot; height=&quot;145&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXmgym69z7FKLH77d7P6-bapc_fgpRSl4tfcsFbQzI7NinVtfhRZuaefyilCbeZUTy6UqkEy49CCckAAG1hD5MGFUS7KupDUHJUQ8vY4scGhQma8kFSaMlX-7XdTwpa431EJ5waM2P5g/w320-h145/Electromotive+force+defination.jpg&quot; title=&quot;electromotive force direction Diagram&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h2 style=&quot;background-color: white; color: #222222; font-family: Arial, Helvetica, sans-serif; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Unit&lt;/span&gt;&lt;/h2&gt;&lt;div&gt;&lt;div class=&quot;gs&quot; style=&quot;background-color: white; color: #222222; font-family: Roboto, RobotoDraft, Helvetica, Arial, sans-serif; margin: 0px; padding: 0px 0px 20px; width: 864px;&quot;&gt;&lt;div&gt;&lt;div class=&quot;ii gt&quot; id=&quot;:qh&quot; style=&quot;direction: ltr; margin: 8px 0px 0px; padding: 0px; position: relative;&quot;&gt;&lt;div class=&quot;a3s aXjCH&quot; id=&quot;:qg&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.5; overflow: hidden;&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The units of e.m.f. is volts and e.m.f. is also called as voltage or potential difference. It is denoted by &lt;b&gt;V&lt;/b&gt; or sometimes by &lt;b&gt;E&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;auto&quot;&gt;&lt;div class=&quot;yj6qo&quot;&gt;&lt;/div&gt;&lt;div class=&quot;adL&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;adL&quot; style=&quot;font-size: small;&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;hi&quot; style=&quot;background: rgb(242, 242, 242); border-bottom-left-radius: 1px; border-bottom-right-radius: 1px; margin: 0px; padding: 0px; width: auto;&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://electricalzilla.blogspot.com/feeds/209452463528062591/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://electricalzilla.blogspot.com/2020/10/electromotive-force-emf-definition-unit.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4675893159329982822/posts/default/209452463528062591'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4675893159329982822/posts/default/209452463528062591'/><link rel='alternate' type='text/html' href='https://electricalzilla.blogspot.com/2020/10/electromotive-force-emf-definition-unit.html' title='Electromotive Force EMF - Definition, Unit, Circuit Diagram'/><author><name>ElectricialZilla</name><uri>http://www.blogger.com/profile/14224919488238887235</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='13' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3mnkX1uwrwK3z5oYiXU-THAplOq0Tsd8gr6-9S-k99dxiFzF1X5KSAD366IVy_-zjQSloljdWlnL7c55vylMknPypmaKxoEuVhpfI2ikqzBcpMvk2iJWn32ylv5YfKg/s150/ElectricalZilla.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9JBM2B2EdXPaIrPl2Z_fSis4KDCRmXlbL8KLkzehkxryGHxpzSq63xUxHRMYllX_hNviRpjtr-7DqvxEDcFPcGy6KZ4lG2LTLYyBXc6u05IBeBKkfOsUoNA-zpzn4px7-6QWFKk1HWg/s72-w400-h250-c/ElectricalZilla.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4675893159329982822.post-8182271490139112299</id><published>2020-08-11T16:25:00.003+05:30</published><updated>2020-10-05T11:27:46.839+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Electrical - Basic"/><title type='text'>What is Electrical Resistance | Definition and Unit</title><content type='html'>&lt;h2 style=&quot;text-align: left;&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/AVvXsEjKAuQYJ0X93r0_-ISi0xDm3NspXriU3bcADiymDuO1EGnTJfaTyx4Sbzm1rxiV4nWkGVYY-Tqx-IHPlxulQFOZ7JFXz58w_yIj_06aBsoFf8-TJwtQNRIYo2ogMWwMNRTCoEIXbmGirQ/s2048/Electrical+Resistance+Images.jpg&quot; style=&quot;font-weight: normal; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1280&quot; data-original-width=&quot;2048&quot; height=&quot;250&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKAuQYJ0X93r0_-ISi0xDm3NspXriU3bcADiymDuO1EGnTJfaTyx4Sbzm1rxiV4nWkGVYY-Tqx-IHPlxulQFOZ7JFXz58w_yIj_06aBsoFf8-TJwtQNRIYo2ogMWwMNRTCoEIXbmGirQ/w400-h250/Electrical+Resistance+Images.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium; font-weight: normal; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium; font-weight: normal; text-align: left;&quot;&gt;In this Post you will learn about Electrical Resistance and its defination and the unit of Electrical Resistance, symbol. the Electrical Resistance is the main and important concept in electrical feild.&lt;/span&gt;&lt;/div&gt;&lt;/h2&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;Definition -&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: large;&quot;&gt;It may be defined as the property of a substance due to
which it opposes (or restricts) the flow of electricity (i.e., electrons)
through it.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&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/AVvXsEhkuRIfBVazYaYSQfQs9CNJkSM6bZ3dUxy6NilQ8lEWJPdP_by5PK_7yuZtMgewCDxz_8tqRiMWtESCFUs3D2xhc04lw6N9SbTc1zPOy8wZixPfUuL3qHq7CIYdSxwaG6zMJadHjtxQjA/s1024/Electrical+Resistance+Defination.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1024&quot; height=&quot;328&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkuRIfBVazYaYSQfQs9CNJkSM6bZ3dUxy6NilQ8lEWJPdP_by5PK_7yuZtMgewCDxz_8tqRiMWtESCFUs3D2xhc04lw6N9SbTc1zPOy8wZixPfUuL3qHq7CIYdSxwaG6zMJadHjtxQjA/w328-h328/Electrical+Resistance+Defination.jpg&quot; width=&quot;328&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;When a voltage is applied across a substance there will be
an electric current through it. The applied voltage across the substance is
directly proportional to the current through it. The constant of
proportionality is resistance. Hence resistance is defined as the ratio of
applied voltage to the current through the substance.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;Where V is voltage, I is
current and R is resistance.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The Unit of Resistance &lt;/span&gt;&lt;/h2&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;The practical unit of
resistance is&lt;/span&gt; ohm.&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;

&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;* A conductor is said to have a resistance of one ohm if it
permits one ampere current to flow through it when one volt is impressed across
its terminals. For insulators whose resistances are very high, a much bigger
unit is used i.e., mega-ohm = 10&lt;sup&gt;6&lt;/sup&gt; ohm (the prefix ‘mega’ or mego
meaning a million) or kilo-ohm = 10&lt;sup&gt;3&lt;/sup&gt; ohm (kilo means thousand). In
the case of very small resistances, smaller units like milli-ohm = 10&lt;sup&gt;−3&lt;/sup&gt;
ohm or micro-ohm = 10&lt;sup&gt;−6&lt;/sup&gt; ohm are used. The symbol for ohm is &lt;b&gt;Ω&lt;/b&gt;.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://electricalzilla.blogspot.com/feeds/8182271490139112299/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://electricalzilla.blogspot.com/2020/08/what-is-electrical-resistance.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4675893159329982822/posts/default/8182271490139112299'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4675893159329982822/posts/default/8182271490139112299'/><link rel='alternate' type='text/html' href='https://electricalzilla.blogspot.com/2020/08/what-is-electrical-resistance.html' title='What is Electrical Resistance | Definition and Unit'/><author><name>ElectricialZilla</name><uri>http://www.blogger.com/profile/14224919488238887235</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='13' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3mnkX1uwrwK3z5oYiXU-THAplOq0Tsd8gr6-9S-k99dxiFzF1X5KSAD366IVy_-zjQSloljdWlnL7c55vylMknPypmaKxoEuVhpfI2ikqzBcpMvk2iJWn32ylv5YfKg/s150/ElectricalZilla.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKAuQYJ0X93r0_-ISi0xDm3NspXriU3bcADiymDuO1EGnTJfaTyx4Sbzm1rxiV4nWkGVYY-Tqx-IHPlxulQFOZ7JFXz58w_yIj_06aBsoFf8-TJwtQNRIYo2ogMWwMNRTCoEIXbmGirQ/s72-w400-h250-c/Electrical+Resistance+Images.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4675893159329982822.post-1016812177602543502</id><published>2020-07-05T20:35:00.004+05:30</published><updated>2020-10-05T11:29:49.474+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Electrical - Basic"/><category scheme="http://www.blogger.com/atom/ns#" term="Electrical - Circuits"/><title type='text'>Electric Circuits - Definition and basic concept of electrical circuits </title><content type='html'>&lt;h2 style=&quot;text-align: left;&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/AVvXsEjD-H0MWhyphenhyphenxW6Y07mMKsFEZEs-ujCot_pOCBUX0AdWrqMQ6aGGJsCOlT6RJyUU0uM9kJs4dyIseOpciM_L1EtbYYrIeaoDzbBODYTfExVj50JNSt8wnxIN0z1dMDlcnAbHjbNkKaf1nxQ/s2048/Electrical+Circuits+Imgaes.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1280&quot; data-original-width=&quot;2048&quot; height=&quot;250&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD-H0MWhyphenhyphenxW6Y07mMKsFEZEs-ujCot_pOCBUX0AdWrqMQ6aGGJsCOlT6RJyUU0uM9kJs4dyIseOpciM_L1EtbYYrIeaoDzbBODYTfExVj50JNSt8wnxIN0z1dMDlcnAbHjbNkKaf1nxQ/w400-h250/Electrical+Circuits+Imgaes.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;font face=&quot;arial&quot; size=&quot;3&quot; style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/font&gt;&lt;/h2&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;font face=&quot;arial&quot; size=&quot;3&quot; style=&quot;background-color: white;&quot;&gt;What is an Electric Circuit?&lt;/font&gt;&lt;/h3&gt;&lt;div&gt;In this article you will learn about Electrical Circuits in simple language with definition and easy concept.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;b&gt;Definition&lt;/b&gt;&amp;nbsp;&lt;/h3&gt;&lt;div&gt;An &lt;b&gt;Electric Circuit&lt;/b&gt; is a path in which electrons from a voltage or current source flow.&amp;nbsp;&lt;/div&gt;&lt;div&gt;An electrical circuit is a path or line through which an electrical current flows. The path may be closed (joined at both ends), making it a loop. A closed circuit makes electrical current flow possible. It may also be an open circuit where the electron flow is cut short because the path is broken. An open circuit does not allow electrical current to flow.&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/AVvXsEh8MQB1KFiE4m3_lR0SJ-9oQusdMSw85IhYlRtomdJKCUSq5NDdJqRxjyDGwjyKXre-su9cP5guIOnZE06O7uWzrWD9dLegjIW4EytF9Ypt847JvRydIC3caKgILCfeWNG3Rq5XCdB9CA/s1280/20200706_204910.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1280&quot; data-original-width=&quot;1280&quot; height=&quot;328&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8MQB1KFiE4m3_lR0SJ-9oQusdMSw85IhYlRtomdJKCUSq5NDdJqRxjyDGwjyKXre-su9cP5guIOnZE06O7uWzrWD9dLegjIW4EytF9Ypt847JvRydIC3caKgILCfeWNG3Rq5XCdB9CA/w328-h328/20200706_204910.jpg&quot; width=&quot;328&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Below is a basic set of symbols that you may find on circuit diagrams.&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;ElectricalZilla&quot; height=&quot;300&quot; src=&quot;data:image/png;base64,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&quot; title=&quot;Electric Circuits - Electrical Zilla&quot; width=&quot;300&quot; /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;It is very important to know the basic parts of a simple circuit and the symbols that relate to them. A simple circuit has conductors, a switch, a load and a power source.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;font size=&quot;3&quot;&gt;Parts of an Electrical&amp;nbsp;Circuit&lt;/font&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div&gt;&lt;b&gt;Conductors:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;These are usually copper wires with no insulation. They make the path through which the electricity flows. One piece of the wire connects the current from the power source (cell) to the load. The other piece connects the load back to the power source.&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Switch:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;The switch is simply a small gap in the conductor where you can close or open the circuit. When the switch is closed, the circuit is closed and electricity flows.&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;The Load:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;The load is a small light bulb or buzzer that lights when the circuit is turned on. The load is also known as a resistor.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Cell:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;The power source is a cell.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;We hope you are learning this... more information about electrical circuits will be available thank you.... stay connected with &lt;b&gt;ElectricalZilla&lt;/b&gt;.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://electricalzilla.blogspot.com/feeds/1016812177602543502/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://electricalzilla.blogspot.com/2020/07/electrical-circuits.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4675893159329982822/posts/default/1016812177602543502'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4675893159329982822/posts/default/1016812177602543502'/><link rel='alternate' type='text/html' href='https://electricalzilla.blogspot.com/2020/07/electrical-circuits.html' title='Electric Circuits - Definition and basic concept of electrical circuits '/><author><name>ElectricialZilla</name><uri>http://www.blogger.com/profile/14224919488238887235</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='13' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3mnkX1uwrwK3z5oYiXU-THAplOq0Tsd8gr6-9S-k99dxiFzF1X5KSAD366IVy_-zjQSloljdWlnL7c55vylMknPypmaKxoEuVhpfI2ikqzBcpMvk2iJWn32ylv5YfKg/s150/ElectricalZilla.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD-H0MWhyphenhyphenxW6Y07mMKsFEZEs-ujCot_pOCBUX0AdWrqMQ6aGGJsCOlT6RJyUU0uM9kJs4dyIseOpciM_L1EtbYYrIeaoDzbBODYTfExVj50JNSt8wnxIN0z1dMDlcnAbHjbNkKaf1nxQ/s72-w400-h250-c/Electrical+Circuits+Imgaes.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4675893159329982822.post-1196782991018807000</id><published>2020-06-15T17:07:00.005+05:30</published><updated>2020-10-05T11:30:58.164+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Electrical - Basic"/><title type='text'>learn about Electric Current – Definition, Unit, Symbol</title><content type='html'>&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/AVvXsEhnvOBbKeMwtGFdllHAs8Qwqrd9ZDJiAdNF5v5gz-HZ7zCdzfxb5VHbKS_PK9UbBGGJizBgGfG62ny-UGxtzhDSseqDyFmb5WdDxs6IwfreTHyA3WM1urVDfbGpfzJCK0iE9StCaLeiFA/s2048/Electrical+current+Images.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1280&quot; data-original-width=&quot;2048&quot; height=&quot;250&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnvOBbKeMwtGFdllHAs8Qwqrd9ZDJiAdNF5v5gz-HZ7zCdzfxb5VHbKS_PK9UbBGGJizBgGfG62ny-UGxtzhDSseqDyFmb5WdDxs6IwfreTHyA3WM1urVDfbGpfzJCK0iE9StCaLeiFA/w400-h250/Electrical+current+Images.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;In this Post you will learn about Electric Current and its defination and the unit of electric current, symbol. the electric current is the main and important concept in electrical feild. To Operate Any Circuit the Electric Current is required to operate it.&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;b&gt;Content&lt;/b&gt;&lt;/h3&gt;&lt;div&gt;1. Definition&lt;/div&gt;&lt;div&gt;2. Unit&lt;/div&gt;&lt;div&gt;3. Symbol&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&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/AVvXsEgfgSbA0K8HdwNuipspzdto1IYf5UnCamuAby_sotKHN563ISnD78SgtNHjSgz0Dpvxw4XmU9jEcBLrOUuD7NVTvjZeBPh5LZ9rzFU_nIGXnZghL10s1QuvJt9HU9RzVFZVgyvNWWsm-A/s1080/electricalzilla+%25282%2529.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Electric Current – Definition, Unit, Symbol&quot; border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfgSbA0K8HdwNuipspzdto1IYf5UnCamuAby_sotKHN563ISnD78SgtNHjSgz0Dpvxw4XmU9jEcBLrOUuD7NVTvjZeBPh5LZ9rzFU_nIGXnZghL10s1QuvJt9HU9RzVFZVgyvNWWsm-A/w400-h400/electricalzilla+%25282%2529.png&quot; title=&quot;learn about Electric Current – Definition, Unit, Symbol&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;h3 style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;b&gt;What is Electric current?&lt;/b&gt;&lt;/h3&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;Definition&amp;nbsp;&lt;/b&gt;- In a simple language The Flow of Electron is Called as Electric Current. In other words Electric current is defined as the rate of flow of negative charges of the conductor.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;Electric Current Unit - &lt;/b&gt;SI unit of Electric Current is the Ampere. Since the charge is measured in coulombs and time in seconds. so the unit of electric current is coulomb/Sec (C/s) or amperes (A). The ampere (symbol: A) is an SI base unit Electric current which is measured by Ammeter.&lt;/div&gt;&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;http://electricalzilla.blogspot.com/2020/06/electric-current.html&quot; id=&quot;learn about Electric Current – Definition, Unit, Symbol&quot; name=&quot;learn about Electric Current – Definition, Unit, Symbol&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;209&quot; data-original-width=&quot;286&quot; height=&quot;261&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbWFWvko5YqZbmYEcVd4sSs1oYxRr6N25HQfATTj5WGeai2euohp-ESW-qlplBB52Uc47odn_wvEL951y5g4LjBaT6-whAAxXpP6cRKNNZ7urzXR2_Mv-MXsGgxIFciLshBVueP0fJXQ/w358-h261/learn+about+Electric+Current+%25E2%2580%2593+Definition%252C+Unit%252C+Symbol..jpg&quot; width=&quot;358&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;The Symbol of Electric Current -&lt;/b&gt; I is The conventional symbol for current. Originates from the French phrase intensité du courant, (current intensity).&amp;nbsp;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Conclusion -&lt;/b&gt; We (Electrical Zilla) hope! you understand every thing about electric current. Enjoy the knowledge and stay connected with Electrical Zill.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Thanks for Visiting.&amp;nbsp;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://electricalzilla.blogspot.com/feeds/1196782991018807000/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://electricalzilla.blogspot.com/2020/06/electric-current.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4675893159329982822/posts/default/1196782991018807000'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4675893159329982822/posts/default/1196782991018807000'/><link rel='alternate' type='text/html' href='https://electricalzilla.blogspot.com/2020/06/electric-current.html' title='learn about Electric Current – Definition, Unit, Symbol'/><author><name>ElectricialZilla</name><uri>http://www.blogger.com/profile/14224919488238887235</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='13' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3mnkX1uwrwK3z5oYiXU-THAplOq0Tsd8gr6-9S-k99dxiFzF1X5KSAD366IVy_-zjQSloljdWlnL7c55vylMknPypmaKxoEuVhpfI2ikqzBcpMvk2iJWn32ylv5YfKg/s150/ElectricalZilla.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnvOBbKeMwtGFdllHAs8Qwqrd9ZDJiAdNF5v5gz-HZ7zCdzfxb5VHbKS_PK9UbBGGJizBgGfG62ny-UGxtzhDSseqDyFmb5WdDxs6IwfreTHyA3WM1urVDfbGpfzJCK0iE9StCaLeiFA/s72-w400-h250-c/Electrical+current+Images.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>India</georss:featurename><georss:point>20.593684 78.96288</georss:point><georss:box>-7.7165498361788458 43.80663 48.903917836178849 114.11913</georss:box></entry></feed>