{"id":986,"date":"2022-02-01T13:56:56","date_gmt":"2022-02-01T13:56:56","guid":{"rendered":"https:\/\/physics.educour.in\/cbse-physics\/?p=986"},"modified":"2022-02-01T15:57:26","modified_gmt":"2022-02-01T15:57:26","slug":"simple-harmonic-motion-introduction","status":"publish","type":"post","link":"https:\/\/physics.educour.in\/cbse-physics\/simple-harmonic-motion-introduction\/","title":{"rendered":"Simple Harmonic Motion (Introduction)"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"986\" class=\"elementor elementor-986\">\n\t\t\t\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-5c8b105 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5c8b105\" data-element_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-9141442\" data-id=\"9141442\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-51e4dc5 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"51e4dc5\" data-element_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-7b36c78\" data-id=\"7b36c78\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-8d13dd4 elementor-widget elementor-widget-text-editor\" data-id=\"8d13dd4\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.6.8 - 27-07-2022 *\/\n.elementor-widget-text-editor.elementor-drop-cap-view-stacked .elementor-drop-cap{background-color:#818a91;color:#fff}.elementor-widget-text-editor.elementor-drop-cap-view-framed .elementor-drop-cap{color:#818a91;border:3px solid;background-color:transparent}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap{margin-top:8px}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap-letter{width:1em;height:1em}.elementor-widget-text-editor .elementor-drop-cap{float:left;text-align:center;line-height:1;font-size:50px}.elementor-widget-text-editor .elementor-drop-cap-letter{display:inline-block}<\/style>\t\t\t\t<h3><span style=\"color: #008000;\"><u>Periodic Motion:<\/u><\/span><\/h3>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-efa2e43 elementor-widget elementor-widget-text-editor\" data-id=\"efa2e43\" data-element_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<p><span style=\"font-size: 14pt;\">\u00a0(i) When a body moves on a definite path and repeats its motion again and again after a definite interval of time, then its motion is called periodic motion.\u00a0<\/span><\/p><p><span style=\"font-size: 14pt;\">The constant time interval after which it repeats its motion called its <span style=\"color: #000080;\"><strong>time period of motion, T.<\/strong><\/span><\/span><\/p><p><span style=\"font-size: 14pt;\"><strong>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Example :<\/strong> Motion of earth around Sun ( T=365.25 days), Motion of minutes hand in clock (T= 1hour), Motio of a simple pendulum in free space, etc.<\/span><\/p><p><span style=\"font-size: 14pt;\">So, for motion of a body to be periodic,<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 * Body must move on a definite path.<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 * It must repeat its motion after a definite time interval.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c343454 elementor-widget elementor-widget-text-editor\" data-id=\"c343454\" data-element_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<h3><span style=\"color: #008000;\"><u>Oscilatory Motion:<\/u><\/span><\/h3>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b5d45b3 elementor-widget elementor-widget-text-editor\" data-id=\"b5d45b3\" data-element_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<p><span style=\"font-size: 14pt;\">When a body makes to and fro motion about a fixed point, on a almost straight line path and repeats its motion after a definite time interval, then the motion of the body is a vibratory motion or oscillatory motion<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 * It must have periodic motion<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 * The body must move to &amp; fro about a fixed point on a almost straight line\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0path.<\/span><\/p><p><span style=\"font-size: 14pt;\">The point about which the body makes to and fro motion is called <span style=\"color: #000080;\"><strong>its mean position.\u00a0<\/strong><\/span><\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/span><span style=\"font-size: 14pt;\"><strong>Example: <\/strong>\u00a0<\/span><\/p><p><span style=\"font-size: 14pt;\">(i) Motion of a bob of a simple pendulum if displacement is small, (ii) Motion of a mass attached to a spring,<\/span><\/p><p><span style=\"font-size: 14pt;\">(iii) Motion of a block, moving with constant speed, on a smooth horizontal floor between two rigid walls.<\/span><\/p><p><span style=\"font-size: 14pt;\">* <span style=\"color: #000080;\">Every oscillatory motion must be a periodic motion but every periodic motion is not oscillatory.<\/span><\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0c59caf elementor-widget elementor-widget-text-editor\" data-id=\"0c59caf\" data-element_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<h2><span style=\"color: #008000;\"><u>Simple Harmonic Motion<\/u><\/span><\/h2>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2736f73 elementor-widget elementor-widget-text-editor\" data-id=\"2736f73\" data-element_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<p><span style=\"font-size: 14pt;\">When a body makes oscillatory motion about a fixed mean position such that the <em>acceleration of the body at any instant is directly proportional to its displacement from the mean position &amp; is always directed towards the mean position<\/em><\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 a\u00a0 \u221d\u00a0 \u2013x<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 or\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 a\u00a0 =\u00a0 \u2013 \u03c9<sup>2 <\/sup>x\u00a0\u00a0\u00a0\u00a0\u00a0 \u2026\u2026\u2026\u2026\u2026\u2026.. (1)<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Where,\u00a0 \u03c9 (const)\u00a0 =\u00a0 angular frequency<\/span><\/p><p><span style=\"font-size: 14pt;\">According to Newtons second law \u2013<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 F =\u00a0 ma<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 or\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 F = \u2013m\u03c9<sup>2<\/sup>x<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 F = \u2013k x\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u2026\u2026\u2026\u2026\u2026\u2026.. (2)<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 i.e.\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 F \u00a0\u00a0\u00a0\u00a0 \u221d\u00a0 \u2013x<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Where,\u00a0 k = Force constant<\/span><\/p><p><span style=\"font-size: 14pt;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Since, the force is always directed towards the mean position it is called restoring force.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5b663ee elementor-widget elementor-widget-text-editor\" data-id=\"5b663ee\" data-element_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<ul><li><span style=\"font-size: 14pt;\"><span style=\"color: #000080;\"><strong>Note :<\/strong><\/span>The necessary and sufficient condition for a motion of a particle to be S.H.M. that, force acting on it must be directed towards a fixed point called mean (equilibrium) position and magnitude of the force must be proportional to the displacement of the particle from the equilibrium position.<\/span><\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4f9e646 elementor-widget elementor-widget-text-editor\" data-id=\"4f9e646\" data-element_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<ul><li><span style=\"font-size: 14pt;\"><span style=\"color: #000080;\"><strong>Note:<\/strong><\/span> For SHM\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \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 \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<span style=\"font-size: 14pt;\"><span style=\"font-size: 18pt;\">F = \u2013k x<\/span>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/span><\/li><li><span style=\"font-size: 14pt;\"><span style=\"font-size: 18pt;\"><img 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\" alt=\"\" \/><\/span><br \/><\/span><\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a7c0a36 elementor-widget elementor-widget-text-editor\" data-id=\"a7c0a36\" data-element_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<h5 style=\"text-align: center;\"><span style=\"color: #000080;\"><a href=\"https:\/\/physics.educour.in\/isc-physics\/introduction-to-shm-video\/\">Introduction to SHM Video<\/a> <span style=\"color: #ff0000;\">[In HINDI+ENGLISH Mix Language]<\/span><\/span><\/h5>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b00346b elementor-widget elementor-widget-image\" data-id=\"b00346b\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.6.8 - 27-07-2022 *\/\n.elementor-widget-image{text-align:center}.elementor-widget-image a{display:inline-block}.elementor-widget-image a img[src$=\".svg\"]{width:48px}.elementor-widget-image img{vertical-align:middle;display:inline-block}<\/style>\t\t\t\t\t\t\t\t\t\t\t\t\t<a href=\"https:\/\/physics.educour.in\/isc-physics\/introduction-to-shm-video\/\">\n\t\t\t\t\t\t\t<img src=\"https:\/\/physics.educour.in\/isc-physics\/wp-content\/uploads\/2022\/01\/1F.jpg\" title=\"\" alt=\"\" \/>\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\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\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Periodic Motion: \u00a0(i) When a body moves on a definite path and repeats its motion again and again after a definite interval of time, then its motion is called periodic motion.\u00a0 The constant time interval after which it repeats its motion called its time period of motion, T. \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Example : Motion of earth around &#8230; <a title=\"Simple Harmonic Motion (Introduction)\" class=\"read-more\" href=\"https:\/\/physics.educour.in\/cbse-physics\/simple-harmonic-motion-introduction\/\" aria-label=\"More on Simple Harmonic Motion (Introduction)\">Read more<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"post_folder":[18],"_links":{"self":[{"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/posts\/986"}],"collection":[{"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/comments?post=986"}],"version-history":[{"count":7,"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/posts\/986\/revisions"}],"predecessor-version":[{"id":1086,"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/posts\/986\/revisions\/1086"}],"wp:attachment":[{"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/media?parent=986"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/categories?post=986"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/tags?post=986"},{"taxonomy":"post_folder","embeddable":true,"href":"https:\/\/physics.educour.in\/cbse-physics\/wp-json\/wp\/v2\/post_folder?post=986"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}