{"id":5122,"date":"2022-04-06T12:36:21","date_gmt":"2022-04-06T12:36:21","guid":{"rendered":"https:\/\/physics.educour.in\/isc-physics\/?p=5122"},"modified":"2022-04-07T07:36:02","modified_gmt":"2022-04-07T07:36:02","slug":"coulombs-law","status":"publish","type":"post","link":"https:\/\/physics.educour.in\/isc-physics\/coulombs-law\/","title":{"rendered":"Coulomb&#8217;s Law"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"5122\" class=\"elementor elementor-5122\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-29758c9 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"29758c9\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-c87c020\" data-id=\"c87c020\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-eba2fc1 elementor-widget elementor-widget-text-editor\" data-id=\"eba2fc1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<h1><span style=\"color: #000080;\"><strong>COULOMB\u2019S LAW:<\/strong><\/span><\/h1>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-a8bd5d1 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"a8bd5d1\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-7ea6f27\" data-id=\"7ea6f27\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-37f145c elementor-widget elementor-widget-text-editor\" data-id=\"37f145c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">Coulomb(1736-1806) measured the electrostatic force acting between two point charges and found that <\/span><br \/><span style=\"font-size: 14pt;\"><strong><em>The electrostatic force between two point charges is directly proportional to the product of the magnitude of the two charges and inversely proportional to the square of the distance between them.<\/em><\/strong><\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-f8f70f6\" data-id=\"f8f70f6\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e0ff565 elementor-widget elementor-widget-text-editor\" data-id=\"e0ff565\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><img decoding=\"async\" style=\"font-style: inherit; font-weight: inherit;\" 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\" 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\" alt=\"\" \/><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-d97dbb6 elementor-widget elementor-widget-text-editor\" data-id=\"d97dbb6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">Where k is a constant depending upon the material medium present between them.<\/span><br \/><span style=\"font-size: 14pt;\">When air\/ vacuum is present between the two charges<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-d5f16ca elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"d5f16ca\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-d3a437c\" data-id=\"d3a437c\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1641144 elementor-widget elementor-widget-text-editor\" data-id=\"1641144\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><img decoding=\"async\" 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\" alt=\"\" \/><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-04e5d80 elementor-widget elementor-widget-text-editor\" data-id=\"04e5d80\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">The electrostatic force between the two charges acts along the line joining the two charges. The force is repulsive if charges are similar in nature ( q<sub>1<\/sub> q<sub>2<\/sub> &gt; 0 ),whereas the force is attractive if the charges are dissimilar in nature (q<sub>1<\/sub> q<sub>2<\/sub> &lt; 0 ).<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-21cb61e elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"21cb61e\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-inner-column elementor-element elementor-element-d06557e\" data-id=\"d06557e\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-inner-column elementor-element elementor-element-1109b5c\" data-id=\"1109b5c\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-340fd5e elementor-widget elementor-widget-text-editor\" data-id=\"340fd5e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p style=\"text-align: center;\"><span style=\"color: #008000;\"><strong><span style=\"font-size: 18pt;\">Coulomb&#8217;s Law &#8211; Basic Concept<\/span><\/strong><\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b77c8d2 elementor-widget elementor-widget-video\" data-id=\"b77c8d2\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;video_type&quot;:&quot;vimeo&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<iframe class=\"elementor-video-iframe\" allowfullscreen allow=\"clipboard-write\" title=\"vimeo Video Player\" src=\"https:\/\/player.vimeo.com\/video\/543905019?color&amp;autopause=0&amp;loop=0&amp;muted=0&amp;title=0&amp;portrait=0&amp;byline=0#t=\"><\/iframe>\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-inner-column elementor-element elementor-element-c93a369\" data-id=\"c93a369\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-4d0ffa6 elementor-widget elementor-widget-text-editor\" data-id=\"4d0ffa6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<h3><span style=\"color: #333399;\">Important Points to Remember<\/span><\/h3>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-ab9f1e5 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"ab9f1e5\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-f2328c2\" data-id=\"f2328c2\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b63883d elementor-widget elementor-widget-text-editor\" data-id=\"b63883d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>\u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" style=\"background-color: transparent; font-style: inherit; font-weight: inherit;\" 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\" alt=\"\" \/><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-eca2841 elementor-widget elementor-widget-text-editor\" data-id=\"eca2841\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0(iii)\u00a0 (a) SI unit of charge is coulomb and the dimensional formula for charge is [M<sup>0<\/sup>L<sup>0<\/sup>A<sup>1<\/sup> T <sup>\u2013 1<\/sup>].<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 (b) Coulomb is that amount of charge which when placed in air or vacuum at a distance of 1 m from an identical charges <span style=\"background-color: transparent;\">repels it with a force of 9 \u00d7 10<sup>9<\/sup> N or coulomb is that charge crossing any section of the conductor in one second when a steady current of 1 ampere flows through it.\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/span><\/span><\/p><p><span style=\"font-size: 14pt; background-color: transparent;\">1 coulomb = 1 ampere \u00d7 1 second.<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0(c) CGS units of charges are two;\u00a0 \u00a0 \u00a0 (I) esu of charge or stat coul.\u00a0 \u00a0 \u00a0 (II) emu of charge of ab coul.\u00a0<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a01 coulomb = 3 \u00d7 10<sup>9<\/sup> stat coul = absolute coul.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-b66bb41 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"b66bb41\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-ddb4230\" data-id=\"ddb4230\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-429caa5 elementor-widget elementor-widget-text-editor\" data-id=\"429caa5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 (iv) The force exerted by each charge on the other is the same but acts in opposite direction, i.e.,\u00a0<\/span> \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" style=\"background-color: transparent; font-style: inherit; font-weight: inherit;\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p><p>\u00a0<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-2aa4936\" data-id=\"2aa4936\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-eae7eaf elementor-widget elementor-widget-text-editor\" data-id=\"eae7eaf\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 (v) The force acting on one point charge due to the other point charge is always along the line joining these two charges. It is equal in magnitude and opposite in direction on two charges, irrespective of the medium, in which they lie.<\/span><br \/><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0(vi) The force is conservative in nature, i.e., work done by electrostatic force in moving a point charge along a close loop of any shape is zero.<\/span><br \/><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0(vii) Since the force is a central force, in the absence of any other external force, angular momentum of one particle w.r.t. the other particle (in two particle system) is conserved.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d74f6c0 elementor-widget elementor-widget-text-editor\" data-id=\"d74f6c0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0(vii) When q<sub>1<\/sub> and q<sub>2<\/sub> are same and the medium is same,<\/span> <br \/>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Then\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" style=\"background-color: transparent; font-style: inherit; font-weight: inherit;\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p><p>\u00a0<\/p><p>\u00a0<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-c13467f elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"c13467f\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-199c241\" data-id=\"199c241\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-50775d1 elementor-widget elementor-widget-text-editor\" data-id=\"50775d1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0(ix) To have the same force both in air and in medium,\u00a0\u00a0<\/span><\/p><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" style=\"background-color: transparent; font-style: inherit; font-weight: inherit;\" 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\" alt=\"\" \/><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-b31a12a elementor-widget elementor-widget-text-editor\" data-id=\"b31a12a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">(x) When two identical conductors having charges q<sub>1<\/sub> and q<sub>2<\/sub> are put in contact and then separated, then each has charge equal to (q<sub>1<\/sub> + q<sub>2<\/sub>)\/2. On the other hand, if charges are q<sub>1<\/sub> and \u2013q<sub>2<\/sub>, then each has a charge (q<sub>1<\/sub> \u2013 q<sub>2<\/sub>)\/2.<\/span><\/p><p><span style=\"font-size: 14pt;\">(xi) If a charge Q is to be divided into two parts such that the force between them is to be maximum, then each part is equal to Q\/2.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-85562b0 elementor-widget elementor-widget-text-editor\" data-id=\"85562b0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">(xii) If two charges q<sub>1<\/sub> and q<sub>2<\/sub> are separated by a distance d, then the distance (x) between the charge q1 and the null point is given by:\u00a0 \u00a0<\/span> \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" style=\"background-color: transparent; font-style: inherit; font-weight: inherit;\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a6958b2 elementor-widget elementor-widget-text-editor\" data-id=\"a6958b2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">(xii) Two identical pitch balls each of mass m are charged with a charge q. If the two balls are suspended by a silk thread of length L from the same hook as shown in fig. then the distance between the balls is given by:<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-f3d2f3a elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"f3d2f3a\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-5eb9a01\" data-id=\"5eb9a01\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-bd49042 elementor-widget elementor-widget-text-editor\" data-id=\"bd49042\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">(xii) Two identical pitch balls each of mass m are charged with a charge q. If the two balls are suspended by a silk thread of length L from the same hook as shown in fig. then the distance between the balls is given by:\u00a0<\/span><img decoding=\"async\" style=\"background-color: transparent; font-style: inherit; font-weight: inherit;\" 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\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\" alt=\"\" \/><\/p><p>\u00a0<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-44a07ed elementor-widget elementor-widget-text-editor\" data-id=\"44a07ed\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">(xiii) In the above problem, if the whole set-up is taken in a satellite into space where there is no gravity, then the angle between the two strings is 180\u00b0 and the tension in each string is equal to F.<\/span><\/p><p><span style=\"font-size: 14pt;\">(xiv) In the above case, if the balls are suspended in a liquid of density d and the distance between the balls remains same, then the dielectric constant of the liquid is given by:\u00a0 \u00a0 \u00a0 \u00a0<\/span> \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" style=\"background-color: transparent; font-style: inherit; font-weight: inherit;\" 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alt=\"\" \/><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-943f124 elementor-widget elementor-widget-text-editor\" data-id=\"943f124\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<h5><span style=\"font-size: 14pt; color: #333399;\">Comparison Between Coulomb&#8217;s Electrostatic Force and Gravitational Force<\/span><\/h5>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f694b84 elementor-widget elementor-widget-text-editor\" data-id=\"f694b84\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-size: 14pt;\">(xv) (a) Coulomb\u2019s electrostatic force may be attractive or repulsive but the gravitational force is always attractive.<\/span><br \/><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 (b) Coulomb\u2019s electrostatic force depends on the medium between the two charges but the gravitational force is independent of the medium between the two bodies.<\/span><br \/><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 (c) The ratio of the coulomb\u2019s force between two protons to the gravitational force between them separated by the same distance is 10<sup>39<\/sup>.<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5dbf887 elementor-widget elementor-widget-text-editor\" data-id=\"5dbf887\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<h6 style=\"text-align: center;\"><a href=\"https:\/\/physics.educour.in\/electrostatics\/\">\u2190Previous Page<\/a>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <a href=\"https:\/\/physics.educour.in\/electric-field\/\">\u00a0 \u00a0 \u00a0Next Page \u2192<\/a><\/h6>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>COULOMB\u2019S LAW: Coulomb(1736-1806) measured the electrostatic force acting between two point charges and found that The electrostatic force between two point charges is directly proportional to the product of the magnitude of the two charges and inversely proportional to the square of the distance between them. Or&nbsp; &nbsp; &nbsp;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;.. (1) Where k is a constant &#8230; <a title=\"Coulomb&#8217;s Law\" class=\"read-more\" href=\"https:\/\/physics.educour.in\/isc-physics\/coulombs-law\/\" aria-label=\"More on Coulomb&#8217;s Law\">Read more<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[6],"tags":[],"post_folder":[40],"class_list":["post-5122","post","type-post","status-publish","format-standard","hentry","category-12-lecture-notes"],"_links":{"self":[{"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/posts\/5122","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/comments?post=5122"}],"version-history":[{"count":5,"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/posts\/5122\/revisions"}],"predecessor-version":[{"id":5236,"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/posts\/5122\/revisions\/5236"}],"wp:attachment":[{"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/media?parent=5122"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/categories?post=5122"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/tags?post=5122"},{"taxonomy":"post_folder","embeddable":true,"href":"https:\/\/physics.educour.in\/isc-physics\/wp-json\/wp\/v2\/post_folder?post=5122"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}