{"id":5267,"date":"2024-06-29T00:21:08","date_gmt":"2024-06-29T00:21:08","guid":{"rendered":"https:\/\/vartmaaninstitutesirsa.com\/?page_id=5267"},"modified":"2024-06-29T00:24:17","modified_gmt":"2024-06-29T00:24:17","slug":"moving-coil-galvanometer","status":"publish","type":"page","link":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/moving-coil-galvanometer\/","title":{"rendered":"Moving coil Galvanometer"},"content":{"rendered":"<div>\n<h1 style=\"text-align: center;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Moving coil Galvanometer<\/span><\/u><\/strong><\/h1>\n<h2 style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Moving coil Galvanometer:-<\/span><\/u><\/strong><strong><u><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 8.67pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/u><\/strong><\/h2>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><em><span style=\"font-family: 'Times New Roman';\">A<\/span><\/em><span style=\"font-family: 'Times New Roman';\">\u00a0Galvanometer is a device which is used to detect the current in a circuit<\/span><em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/em><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><u><span style=\"font-family: 'Times New Roman';\">Principle:-<\/span><\/u><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><em><span style=\"font-family: 'Times New Roman';\">The Galvanometer is based on the principal that a current carrying coil placed in external magnetic field experience a torque<\/span><\/em><span style=\"font-family: 'Times New Roman';\">.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><u><span style=\"font-family: 'Times New Roman';\">Construction:-<\/span><\/u> &#8211;<\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 0pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">A moving coil Galvanometer consist of<\/span><\/p>\n<\/div>\n<p><img fetchpriority=\"high\" decoding=\"async\" class=\"alignright\" style=\"float: left;\" 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\" alt=\"\" width=\"243\" height=\"301\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<div>\n<ol class=\"awlist1\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"i\">\n<li style=\"margin-left: 40.5pt; text-indent: -36pt; text-align: justify; line-height: 115%; font-family: 'Times New Roman'; font-size: 13pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 A coil PQRS consist of a large number of turns of fine insulated copper wire wounded over a non magnetic metallic frame. The coil is suspended from a movable torsion head H by mean of a fine phosphor bronze strip. The lower end of coil is connected to fine spiral spring S\u2019. An arrangement of strong north &amp; South Pole is fixed on both sides of the coil.<\/li>\n<li style=\"margin-left: 40.5pt; text-indent: -36pt; text-align: justify; line-height: 115%; font-family: 'Times New Roman'; font-size: 13pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 A soft iron core L of spherical or cylindrical shape is placed between the coils.<\/li>\n<li style=\"margin-left: 40.5pt; text-indent: -36pt; text-align: justify; line-height: 115%; font-family: 'Times New Roman'; font-size: 13pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0A circular Mirror M is attached to the Phosphor bronze strip, to measure the deflection of the coil.<\/li>\n<li style=\"margin-left: 40.5pt; text-indent: -36pt; text-align: justify; line-height: 115%; font-family: 'Times New Roman'; font-size: 13pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0The torsion head is connected to a binding terminal T<span style=\"line-height: 115%; font-size: 8.67pt;\"><sub>1<\/sub><\/span> &amp; spring S\u2019 is connected to another binding terminal T<span style=\"line-height: 115%; font-size: 8.67pt;\"><sub>2<\/sub><\/span>.<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><u><span style=\"font-family: 'Times New Roman';\">Theory:-<\/span><\/u><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Let N is number turns in coil, A is area of coil, B is magnetic field I is the amount of current following through the coil, then torque acting on the coil is\u00a0<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"113\" height=\"22\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Here \u03b8 is angle between normal to the plane of coil &amp; applied magnetic field.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Since the field is\u00a0<\/span><strong><span style=\"font-family: 'Times New Roman';\">radial<\/span><\/strong><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">i,e<\/span><span style=\"font-family: 'Times New Roman';\">\u03b8 = 90<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 8.67pt;\"><sup>0\u00a0<\/sup><\/span><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAAAWCAYAAABKbiVHAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAzSURBVEhL7c4xAQAACMMw\/HvC2sAA\/TkaBal5IkmbuZghZogZYoaYIWaIGWKGmCHPMukFjaD2sAxYvfcAAAAASUVORK5CYII=\" alt=\"\" width=\"35\" height=\"22\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"115\" height=\"22\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 6pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Due to this torque the phosphor bronze wire suffer twist, if \u03b8 is angle of twist &amp; k is moment of restoring couple per unit angular twist then moment of restoring couple = k \u03b8<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">In equilibrium<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"93\" height=\"22\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"95\" height=\"32\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Here\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"29\" height=\"32\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0= K = a another constant\u00a0<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">So<\/span><strong><span style=\"font-family: 'Times New Roman';\">I\u00a0<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAWCAYAAADAQbwGAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAEaSURBVDhP7ZGxioNAFEW1sLCzENFKrP0BfyCdpZ2Q2l\/RUrATIZ0fY5XCThBEJG0CCire8GZnibs72WKzZQ4M+i6+47wZCf\/MW\/g6b+FX8jxHXde8+qDrOsiyzNblcuHpA6GwaRpIkgRN01gjPYlhGFjueR5OpxOWZWH5HqHwcDggyzL2Po4jDMNAkiTwfR9RFLH8GUKhqqq4Xq+8AhuNdmbbtnBXe4RCal7XlVfAtm0wTRNBEPDkOUIhNbdtyyugKApYlgVFUXA+n3kqRigMwxCO46AsSxyPRyaiseM4hq7r6Puef\/kToXCeZ7iuy0anRbdO0PnRDdMPSHy73Vi+Ryj8hM7uO5RVVYU0TTFNE08f\/Cr8C2\/hqwB3l8J13Dc1VSsAAAAASUVORK5CYII=\" alt=\"\" width=\"20\" height=\"22\" \/><strong><span style=\"font-family: 'Times New Roman';\">\u00a0\u03b8<\/span><\/strong><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 10pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><em><span style=\"font-family: 'Times New Roman';\">Hence current through the coil is directly proportional to the deflection of the coil.<\/span><\/em><\/p>\n<h3 style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">Sensitivity of a moving coil Galvanometer<\/span><\/u><\/strong><\/h3>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">A galvanometer is said to be more sensitive if it show large deflection even for a small change in current is passed through it.<\/span><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" type=\"1\">\n<li style=\"margin-left: 32.75pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; padding-left: 3.25pt; font-family: 'Times New Roman'; font-size: 13pt;\">Current sensitivity: &#8211; it is defined as the deflection produced in the galvanometer when a unit current is passed through it.<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">I,e.\u00a0<\/span><span style=\"font-family: 'Times New Roman';\">Current sensitivity<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"163\" height=\"32\" \/><\/p>\n<ol style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"1\">\n<li style=\"margin-left: 32.75pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; padding-left: 3.25pt; font-family: 'Times New Roman'; font-size: 13pt;\">Voltage sensitivity: &#8211; It is defined as the deflection produced in the galvanometer when a unit potential difference is applied across it.<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 3pt; text-indent: 36pt; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Voltage sensitivity <\/span><span style=\"font-family: 'Times New Roman';\">V<\/span><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 8.67pt;\"><sub>s<\/sub><\/span><span style=\"font-family: 'Times New Roman';\">=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAgCAYAAAASYli2AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAGBSURBVEhL7ZWxisJAFEXT2YnaW9sp+AN2YmuVIoJgYeF\/JJ21ioKlgsQfEBGUlLHS+AtBLSwUhZC85V0nqAhhJ2u1eOBB7kw4ZOYNE4U+zD8VXq9Xmk6n1O\/3aTQa0eVyETMxhOfzmfL5PNXrdeRSqUSK8tBICzudDgSz2Qx5sVggG4aBLC2sVCoQbLdb5NPphJzJZJClhcViEYJcLkeFQgHFOZlMYj62cLVa0X6\/R3FOp9OYlxZqmgZBuOTNZoNcq9WQpYXL5RKCbreL3G63kcOjIy1kdF2nbDZLpmliD8OOM7GEUXyFf0dKyN3kIxJZ4t1f4fs+3W63yPo2JRq++pvNJqmqSuPxWIzeLwweGwwG8l84mUwolUqhQSHD4RC\/AkZaaFkWjscziUSCPM\/Ds7TQcZwXYbVapfV6LVIMoeu6EPJ+7nY7ajQaYuaOtPB4PEJ4OBxwJ\/JhfkZayLCwXC6Tbdti5EEsITeh1WqJ9Eos4Xw+f1tqiBIEQe9zFfR+ANA8Qd2BNTluAAAAAElFTkSuQmCC\" alt=\"\" width=\"20\" height=\"32\" \/><span style=\"font-family: 'Times New Roman';\">=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"26\" height=\"32\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 3pt; text-indent: 36pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">=<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"93\" height=\"32\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Clearly voltage sensitivity =<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"120\" height=\"31\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><em><span style=\"font-family: 'Times New Roman';\">The sensitivity of a moving coil galvanometer can be increased by\u00a0<\/span><\/em><\/p>\n<p style=\"margin-top: 0pt; margin-left: 41.4pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: Wingdings;\">\uf0fc<\/span><span style=\"font-family: 'Times New Roman';\">By increasing number of turns in the coil.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 41.4pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: Wingdings;\">\uf0fc<\/span><span style=\"font-family: 'Times New Roman';\">By increasing the magnetic field.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 41.4pt; margin-bottom: 0pt; text-indent: -18pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: Wingdings;\">\uf0fc<\/span><span style=\"font-family: 'Times New Roman';\">By increasing the area of the oil.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-left: 41.4pt; margin-bottom: 3pt; text-indent: -18pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: Wingdings;\">\uf0fc<\/span><span style=\"font-family: 'Times New Roman';\">By decreasing the value of torsion constant R<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><u><span style=\"font-family: 'Times New Roman';\">Advantage of moving coil Galvanometer:-<\/span><\/u><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-left: 31.48pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; padding-left: 7.02pt; font-family: serif; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">It tells about the deflection due to current in a circuit.<\/span><\/li>\n<\/ul>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><u><span style=\"font-family: 'Times New Roman';\">Disadvantage of a moving coil Galvanometer:<\/span><\/u><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-left: 31.48pt; text-align: justify; line-height: 115%; padding-left: 7.02pt; font-family: serif; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Its sensitivity cannot be changed at will.<\/span><\/li>\n<li style=\"margin-left: 31.48pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; padding-left: 7.02pt; font-family: serif; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">It is damaged by overloading.\u00a0<\/span><\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><strong><span style=\"font-family: 'Times New Roman';\">Q16.What is the importance of a radial magnetic field and how is it produced?<\/span><\/strong><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><span style=\"font-family: 'Times New Roman';\">In a radial magnetic field magnetic torque remains maximum for all positions of the coils. It is produced due to cylindrical pole pieces and soft iron core.<\/span><\/p>\n<h4 style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">24 Conversion of a Galvanometer into an ammeter<\/span><\/u><\/strong><strong><u><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 8.67pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/u><\/strong><strong><u><span style=\"font-family: 'Times New Roman';\">:-<\/span><\/u><\/strong><\/h4>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><em><span style=\"font-family: 'Times New Roman';\">(An ammeter is a device which is used to measure the current in a circuit, as current flow in wire so it is connected in series.\u00a0<\/span><\/em><span style=\"font-family: 'Times New Roman';\">An ammeter is formed by connecting a low resistance (shunt) in parallel to Galvanometer. The value of shunt depends upon the current which is to be measured.)<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" 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\" alt=\"F:\\unit 3\\New folder\\New folder\\13.jpg\" width=\"265\" height=\"112\" \/><span style=\"font-family: 'Times New Roman';\">As shunt &amp; Galvanometer are connected in parallel\u00a0<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">So<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"16\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">G = (I \u2013\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"16\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">) S<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABsAAAAWCAYAAAAxSueLAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAoSURBVEhL7c1BEQAwEAOh+jedmmDutRjg7VAZUUaUEWVEGVFGlAHbB1LHP0BnToiLAAAAAElFTkSuQmCC\" alt=\"\" width=\"27\" height=\"22\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAAjCAYAAAA+NeykAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAQzSURBVGhD7ZpZKH1fFMcvkqHM5EEpMpVEKQpFyYsHHpCSOSVJ8SRTXogQHpQpiVLmyFiEMj7gwfBACQ9kVuZ5\/VrLuvfH\/39\/zjn3Jzk\/91O7c9bad997z\/fuvfbea18FaJGEVjCJaAWTiGwF293dpbK3t8ce8RwfH1NbvL68vLBXHLIVrKqqChQKBTQ1NbFHmK2tLYiMjISysjIYGhoCBwcHSEhI4FpxyFaw2dlZcHd3Z0sY7FH29vawsbHBHoCRkRFYXV1lSxyyFSwjIwPCw8PZEsbLywsKCwvZ0hxZCvb8\/AzGxsYwPj7Ono\/Z3t6m4Ysx62+RpWD44AYGBvD4+Miej+ns7AQPDw+2XgX09vYGV1dXODk5Ya84ZCnY5OSkpPhVV1cHISEhbL3i6+tLfqnIUrDQ0FBITU1l6zdLS0vg4+MDBwcH4OnpCWlpaeQfGBgg+y0mJibU06QiO8Gmp6dBV1cXHB0d2fMKrqd0dHTg4eGBbFw+oHBKYmJiICAgACoqKsDNzQ2sra3h7u6Oa8Ujyx6mjomJCYiPj6f729tb0NPTo\/vP5p8RbH9\/n9ZZi4uL0NjYCKamplzzubwT7OzsDHJycsDW1pamYWdnZ8jPz4f7+3t+xfdkbW0Nqqur2QJ6huHhYbY+F5Vgl5eXYGdnBxEREXB0dETdOjExkYRTxoXvytzcHMTGxkJDQwOUlJRAdHS05D2iWFSCtba2go2Nzbu1zebmJgQFBbGlBVEJht0YY8B3pLKykrZCX1Fqamr4U9WjEmxwcJCGX0FBAXuk0dLSQlO2UJmamuIW4sEtUEdHx5cUoe+nEuzp6QmSkpJINFwVX1xccI04enp6KIYIlYWFBW4hT1SCISga9hQUzdLSEq6urrhGi5J3gilZXl4m0Wpra9mjRQkJhkuI\/+Lk5ARFRUVsCZOZmQlhYWGCpbm5mVtIJy8vj35I3HxLBXNh2Larq4s9mqHARamVlRWbrxweHtKbj46OskcYXIKsrKwIFlyRawrGSQsLC7ak0dfXRxvzv0VRX19P4uDOfn5+Htra2sDc3FxyrvsrMDIygtLSUrakkZycDOnp6WxpjgK3Q\/39\/ZCVlUUp35SUFFhfX+fq74W+vr7a8CEETmbYKWZmZtijOWqD\/nfk9PSUHvotmElF35+KEsx7GRoais7QfoRsBCsuLqaUsiZ0d3eDn58fW\/9HGVfPz8\/p+hGyEQwTA729vWxJIzg4GLKzs9n6DZ5pYmzD4zY8o8QeK4QsBMODV0wI+vv7s0c82LtweGIO\/y07Ozvg4uJC8Q3B\/JmYDKwsBLu+vqb0Exap3NzcqG2Lsy1u1RB8jZmZGd0LIZsh+dlgSjswMJCuY2NjEBUVxTUf8yMFw2xse3s7DUGcOfHMUuyfWn6kYOXl5ZSZwUxtXFwc5Obmco0wP3ZIagbAL8d3k6yUD1cWAAAAAElFTkSuQmCC\" alt=\"\" width=\"76\" height=\"35\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">So by connecting a shunt across galvanometer, we get an ammeter of desired range,\u00a0<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Moreover<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIIAAAAcCAYAAACtb2fOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAXxSURBVGhD7ZpbSBVBGMeNylAiLfJavYWiieGDEiaYVFoiqJQiGCpYET6p4IOBYL0kCWERKIQXDEEtb0FPPoUVKd6VrAiVRLqYlUZW3qb+3\/k2j6t7zu7R8ZLnB6Pn+3b3zO7Mf2a++fY4CDtbnvn5+Wi7EOzYhWDHhF0IKn7\/\/s2fthZShXDv3j3h5OQk8vPz2bPxmZycFA4ODuLx48fs2RpIE8KtW7eoQTcjHz9+FBcuXBD19fXs+f+RJoTNKgKFkZEReoaHDx+y5\/9GihCOHj0qysrK2Nq8ZGVlicOHD7P1fyNFCBhJ79+\/Z2vz8vnz500\/s+nFsBB6e3vFgQMHxN69e8W+ffuEt7e3uHHjBh8VtLai8WZnZ9mzmNLSUuHs7Eylv7+fvXKoq6ujevbs2SM6OzvZaww8S0FBAVvyGBsbEwcPHqR2PXToEHuN09jYSH2C70Hx8vISd+7c4aPaGBLC8+fPqWHa29vF3Nyc+PXrl\/Dw8BBXrlzhM4SIjIy0OIq+fPlCx4uKitgjl23btom8vDy2jFNYWCi2b9\/OllyuX79ObfO3U9ijHwy8I0eOCFdXV4pv0D\/YAe3atUvU1tbyWdoYEgIUlpiYyJYJjJaqqiq2TCOou7ubraVARDino6ODPfKYmZmhuj59+sQe46zl7gcj2da6Ll++LHbu3LkkDxIcHEy7IGsYEgKmWFRoCWtCgHBwzvfv39kjj8rKyhV34loKAQMtOTmZLf28efOG7hF5G1sxJITAwECqsK+vjz1LwXFLQkhKShIhISFsySUoKGjVhDA6OsqexTx79kzcvXvXarHWSZjaMaLb2trYox8sx4jXVoIhISAmcHd3p4YxDxDNsSQErFtubm4iOzubPXJZbikziiKElpYW9izm6dOnFIxZKyUlJXzF8kBQqEcryNZienqarjtz5gx7bMOQEBRSU1Op8osXL7JnAUtC0JOkeffuHcUPekpPTw9ftTw7duwQL168YMs21mppSEhIoHr+dgh79PH161e6rrq6mj2mNHl6erqIjY2l8uPHDz6ijU1CAHh\/gBsYHx9njwn4tISArQ2OQxBa3L9\/X5w\/f15XuXTpEl+1FIxg1IVZaCWslRB8fHyEn58fW\/pRch2vX79mj4mGhgby611qdAkBlUBl5gwODlJF+G8OsopaDXf16lXh6enJllyUWcvoCFNjTQjIi5w6dcpqiYuL4yuWx8XFxaZsrJYQsPzCr+43LXQJISoqih7YnOLiYupU9YizlEdAujY+Pp4tuaAuSyMsNzeXljZMqWFhYeLkyZN8ZDF4FvM8iRpszV6+fGm1vHr1iq9YihL1awWk2P7i\/pDTOHv2LN2v0sHYfeFa8y08wIAMCAhgyzq6hODv70\/rbWZmJk3d4eHhVDlyAmrwMDim3rsrDxsTE8MeeSC9jSSQr68vexaDZS0lJeWfiHGeuiEVcM+yM4vnzp2jepBdVIMRj23727dvyW5qaqJzlaASM15aWppwdHSkAB6JOgzQ3bt3U4JKL7qE8PPnTwrOEP1iqkQAhmhVC9yo+bsGNDiiYkTYKMs98GrS2tr6r66JiQn2msBIQrZxeHiYPYJSuupYB0AceBaZdHV1UZui3L59m70L5OTkUOCngHPUMxTE8OHDB\/oO3DOSSngVsNwzaaFLCEY5fvy49Aa0lSdPntC7EgW878C9qoWtZCWxhKwnuIdHjx6xZcqNQOCrjRQhAKxjG1EM2HLi\/QimVswWSHCFhoby0QXKy8tpSl5v8NKsubmZPldUVFDSSSuWWAnShAAiIiIoqWNLtkwG6HwsWZhukWh68OABpczN4wPMDIjeT5w4wZ71Y2pqStTU1FCy6Nq1a2JoaIheImG2Wm2kCgF8+\/aNP60\/WEMzMjLYMsU+yHQiIFPQu92SDWar\/fv3s2UC229Zgat0IWwkkGQ5duwYZTaxHT59+jQFsRsRvK7HFhg\/okVAefPmTREdHS3tV9ZbSggAOxhE2GjojQ6WgIGBARKC7J0WCeHvn2R72epl3vsPf8trFHONPyMAAAAASUVORK5CYII=\" alt=\"\" width=\"130\" height=\"28\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"50\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"57\" height=\"32\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">As the deflection in galvanometer is directly proportional to\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAYCAYAAADzoH0MAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAF9SURBVDhP7ZIty8JQGIYHBsEfIDbTMFpNFoOsLKzpD5hBsBlsYrWJ2ab+BDFO0LZi0KRBUDAo+IH4yf1ybs7Oq4Jz8Nb3gsOej3Fx9uzR8Ef+BU+C8\/mM4XCozuVykR1\/lOB6vaJcLkPTNFQqFdxuN9nx5+UTWq0WBdvtVla+8yIoFArQdV1mwXgRxGIxFItFmQVDCTabDa\/fbrdlJRhK4LouBfP5XFaCoQTNZhORSERmwVGCdDqNTCYjs+BQIHZAXF\/swSeWyyXnMxgMMJlMcDqdWKdgvV5T0Ov1WHyn0WjANE2sVit+qnh3v9+zR0EymWTRsixl9lgsFohGo3g8Hswdx0E8HmcsoEBsnnfeyeVysG1bZkCpVEK9XpfZ0xA\/IW7W7XYZH49HhEIhjEYj5oKvAjHYbDbLRavVakgkEow9fAWdTofP2WyG3W6H8XiMVCrFmoevIBwO436\/Mz4cDjAMg7\/xGV9Bv99HPp9HtVrlIKfTqez88nUG\/gA\/GgSKNWG4NewAAAAASUVORK5CYII=\" alt=\"\" width=\"16\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0&amp; hence perpendicular so the current can be measured. Also the effective resistance is<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">R &#8211;\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"26\" height=\"32\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0&lt; S<\/span><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-left: 10.98pt; text-align: justify; line-height: 115%; padding-left: 7.02pt; font-family: serif; font-size: 13pt;\"><em><u><span style=\"font-family: 'Times New Roman';\">An ideal ammeter has zero resistance.<\/span><\/u><\/em><strong><span style=\"line-height: 115%; font-family: Calibri; font-size: 8pt;\">(imp:-MCQ)<\/span><\/strong><\/li>\n<li style=\"margin-left: 10.98pt; text-align: justify; line-height: 115%; padding-left: 7.02pt; font-family: serif; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Higher the range of ammeter to be prepared lower should be the value of shunt.<\/span><\/li>\n<li style=\"margin-left: 10.98pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; padding-left: 7.02pt; font-family: serif; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">The range of ammeter can be increased but cannot be decreased.<\/span><\/li>\n<\/ul>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><strong><span style=\"font-family: 'Times New Roman';\">Q17. A galvanometer has a resistance of 30\u2126. It gives full scale deflection with a current of 2 mA. Calculate the value of the resistance needed to convert it into an ammeter of range 0-0.3 A.<\/span><\/strong><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><span style=\"font-family: 'Times New Roman';\">Ans: As\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"60\" height=\"30\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><span style=\"font-family: 'Times New Roman';\">Substitution so\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"157\" height=\"28\" \/><\/p>\n<h4 style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><strong><u><span style=\"font-family: 'Times New Roman';\">25 Conversion of a galvanometer into a Voltmeter:-<\/span><\/u><\/strong><strong><u><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 8.67pt;\"><sup>\u00a0m.imp<\/sup><\/span><\/u><\/strong><\/h4>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><em><span style=\"font-family: 'Times New Roman';\">(Voltmeter is a device which is used to measure the potential difference between two points in a circuit so connected in parallel.\u00a0<\/span><\/em><span style=\"font-family: 'Times New Roman';\">A voltmeter is formed by connecting a high resistance in series a Galvanometer.)<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><img loading=\"lazy\" decoding=\"async\" style=\"float: right;\" 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\" alt=\"F:\\unit 3\\New folder\\New folder\\14.jpg\" width=\"317\" height=\"121\" \/><span style=\"font-family: 'Times New Roman';\">The total resistance in the Circuit is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAAAWCAYAAACIXmHDAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAKeSURBVFhH7ZY9aypREIY1huAHIYRUUQyINiYpxEIIFhY2prEIpvWjEMTCLk2KiPkDVoo2\/gINWNmYJp2VQhoFSaEoiBYi+Ik4lzmON3pj0N0ley+XfWDAefeszr7OmT0ykNgbySwOSGZxQDKLA5JZHBDVrHK5DMVicSM+Pj7o6r\/DcDiEt7c3Vl+9XidVZLOazSbIZDLQ6\/UQiUQgGAyCQqEAk8lEK\/4u4\/EYbDYbqFQq8Pv94HA4WL12u51dF30bHhwcQCwWo2xZIBaExfHl5uaGdYEQZrMZHB8fw\/X1Natpxf39PUSjUfZZVLPe39+ZMX8+GGoXFxeUccdsNkOhUKCMH9jdZ2dnlH1SqVR+j4qtZo1GIxgMBjsD13EhkUgwY7rdLikAi8WCaat\/jw9CzcLnwBqy2Swp29lqVigUYk7vCpw5XPD5fBsdhK3v8Xjg9PSUFH4INevu7g6Ojo4o+x5Rt6FOp2PD3ev1gtvtZgW6XC6YTCa0Yje9Xg+q1epGGAwGSKfTX\/R9USqVcH5+TtmS9e\/p9\/tME82sdrvNWv3x8RFKpRKEw2HQarUwnU5pxX7gVrm9vd0IfHtZrdYv+r4cHh7C8\/MzZUtWI8NisUCn02HaVrNwqL2+vu4MXLcvuE3wx3HIr1Cr1ZBMJinjj9BtiMcX7Mx1arUaqzefz5PyjVl4I56DdkUqlaI7dvP09MRezfP5nBRg8+vk5IQy\/gg1CzsrHo9TtiSTyTCzWq0WKSJuw6urK3A6nZQtweGOBQlFqFnY4RqNhjJgBuEfi2NiHVHMenh4YKbI5XJ4eXkh9fPcdXl5SQo\/hJqFxxej0cjqw0MzzimsMxAI0IolonXWT5LL5aDRaFD2c\/wXZomFZBYHJLM4IJm1NwC\/AEzdXTd8c96ZAAAAAElFTkSuQmCC\" alt=\"\" width=\"75\" height=\"22\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Now by ohm\u2019s Law<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"16\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0=\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"28\" height=\"32\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Or<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFcAAAAjCAYAAADhe5a7AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAQLSURBVGhD7ZpLKLRRGMeVawq5lJQQoSQLspKEnbIWEZJLsVF2FBaysLCwIRZKspNbSLFw2YhyK\/dyzW3hmtyfr\/8zz8w38\/GZ93198zVT51en3uf\/zuvM+c+Z5znnDDdSOAxlrgNR5joQZa4BFhYWuG1sbHD88fFh0VZXV1kDylydvL6+UnFxMbm5udHu7q6oRG1tbRQQEEDr6+uiKHMNMT4+zubCaDN5eXk0PT0tkQllrgG2t7fZ3KenJ443NzfZ3D9R5hrg+PjYxlw\/Pz96f3\/na2uUuQaBuTc3N5SZmUmnp6ei2qLMNYi\/vz\/Nzc1RY2OjKJ9R5hokODiYDf4qHZhR5hokJyeHDg8PJfoaZa4DsZiL6X1+fm7Trq6u5O7\/B8UC7+H5+VkU18NiLgZRUVHBVTAkJISSkpJ4iREREUE9PT3yKsfT399P8fHxnM\/Cw8P5\/SQmJtos2F0Fm7QwOzvLgzFv4TCba2trWbu+vmZNC4WFhfTw8CCRdrKzs8nX15cWFxc5xp69urqaUlJSOHY1bMzF\/hiDw6DMbG1tsbn7+\/ui2AezTs+HAQYHB7mfnZ0dUUzgIKS9vV0i18LG3OTkZEpLS5PIhHnQZ2dnotjHiLleXl6UkJAgkfPR0dHBPuhq8iw9Pj6ykJ+fL4rpa4l8FxkZ+e167k\/0mjs1NcV9G0kl1mCW2wzum3ZwcCBPOQ6LuUdHR9xpU1MTjYyMUGtrKxc0zGbzHlores2Njo7mvq15eXnhIouGa1fEMqKxsTEeYH19PdXU1LCx3d3dcvfvFBQUWGbDdy01NVWe+ExoaCgFBQVJZAIfMp7z9vamzs5OUV0Li7lIB1FRURIRtbS08OD05k6gd+Zi6ZebmyuRCcxW9F9eXi6Kc7CyskIlJSXcbm9vRf0aNhf5FANJT09nEaytrbE2MzMjinb+hbk45Uf\/Q0NDotjnf+Vc1CGsx+3B5t7d3XGH1mng7e2NfHx8qLm5WRTt6DUX61j0bwaFtLS0lLWLiwtRnQMUfvhycnIiyt\/hEVVWVvJAcJpuXbGzsrL4Dy0tLYmiDb3m4uuFpRjSUkZGBsXFxVFdXR3FxMTIK5yHiYkJCgwM5MlnDzZ3b2\/P0qwrM2aNWdeDXnMBUhNO+LFZub+\/5\/jy8lLuOg9lZWW8a9XC7++iQhPY6ExOTkr0PcpcHeCUEOnzq9NC\/PLr6elJsbGxlpmtzNUIiiyKO8xFUbOmt7eXqqqq+Bq\/DON3NaDM1QhqCM5Z0GCgNe7u7nJF1NXVxbtboMz9B3h4ePB58\/LyMoWFhXFhBsrcHzIwMEDz8\/PU0NDAx7PWu1xl7g\/BrMXBFpaPRUVF1NfXJ3eUuT8G\/8o0PDxMo6Ojn7bUylyHQfQLj15poG8GAPEAAAAASUVORK5CYII=\" alt=\"\" width=\"87\" height=\"35\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"148\" height=\"45\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">So by connecting a high resistance in Series with G, we can get a voltmeter of desire range. As deflection is proportional to\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"16\" height=\"24\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0&amp; hence V. So the scale can be arranged to measure potential difference. Hence a voltmeter is a high resistance galvanometer.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; font-size: 13pt;\"><span style=\"font-family: 'Times New Roman';\">Its effective resistance is\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"136\" height=\"22\" \/><\/p>\n<ul style=\"margin: 0pt; padding-left: 0pt;\" type=\"disc\">\n<li style=\"margin-left: 18.14pt; margin-bottom: 3pt; text-align: justify; line-height: 115%; padding-left: 8.86pt; font-family: serif; font-size: 9pt;\"><span style=\"line-height: 115%; font-family: 'Times New Roman'; font-size: 13pt;\">An ideal voltmeter should have infinite resistance.<\/span><strong><em><span style=\"font-family: Calibri;\">(imp:-MCQ)<\/span><\/em><\/strong><\/li>\n<\/ul>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><strong><span style=\"font-family: 'Times New Roman';\">Why is it that while using a moving coil galvanometer as a voltmeter a high resistance in series is required whereas in an ammeter a shunt is used?<\/span><\/strong><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><span style=\"font-family: 'Times New Roman';\">Reason:<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><span style=\"font-family: 'Times New Roman';\">Voltmeter: This<\/span><span style=\"font-family: 'Times New Roman';\">ensures<\/span><span style=\"font-family: 'Times New Roman';\">that<\/span><span style=\"font-family: 'Times New Roman';\">a<\/span><span style=\"font-family: 'Times New Roman';\">very<\/span><span style=\"font-family: 'Times New Roman';\">low<\/span><span style=\"font-family: 'Times New Roman';\">current<\/span><span style=\"font-family: 'Times New Roman';\">passes<\/span><span style=\"font-family: 'Times New Roman';\">through<\/span><span style=\"font-family: 'Times New Roman';\">the<\/span><span style=\"font-family: 'Times New Roman';\">voltmeter<\/span><span style=\"font-family: 'Times New Roman';\">and<\/span><span style=\"font-family: 'Times New Roman';\">hence<\/span><span style=\"font-family: 'Times New Roman';\">does<\/span><span style=\"font-family: 'Times New Roman';\">not<\/span><span style=\"font-family: 'Times New Roman';\">change<\/span><span style=\"font-family: 'Times New Roman';\">(much)<\/span><span style=\"font-family: 'Times New Roman';\">the <\/span><span style=\"font-family: 'Times New Roman';\">original <\/span><span style=\"font-family: 'Times New Roman';\">potential difference to be measured.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><span style=\"font-family: 'Times New Roman';\">Ammeter: This ensures that the total resistance of the circuit does not change much and the current flowing remains (almost) at its original value.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><strong><span style=\"font-family: 'Times New Roman';\">Example8. In the circuit the current is to be measured. What is the value of the current if the ammeter shown (a) is a galvanometer with a resistance\u00a0<\/span><\/strong><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"73\" height=\"19\" \/><strong><span style=\"font-family: 'Times New Roman';\">; (b) is a galvanometer described in (a) but converted to an ammeter by a shunt resistance\u00a0 \u00a0<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">r s = 0.02<\/span><\/strong><strong><span style=\"font-family: 'Times New Roman';\">\u2126; (c) is an ideal ammeter with zero resistance?<\/span><\/strong><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><span style=\"font-family: 'Times New Roman';\">Solution (a) Total resistance in the circuit is<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"93\" height=\"19\" \/><span style=\"font-family: 'Times New Roman';\">\u00a0.<\/span><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><span style=\"font-family: 'Times New Roman';\">Hence<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"125\" height=\"27\" \/><\/p>\n<ol class=\"awlist2\" style=\"margin: 0pt; padding-left: 0pt;\" type=\"a\">\n<li style=\"margin-left: 36pt; margin-bottom: 3pt; text-indent: -18pt; text-align: justify; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0Resistance of the galvanometer converted to an ammeter is,<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 18pt; margin-bottom: 3pt; text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"179\" height=\"37\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-bottom: 3pt; text-align: justify;\"><span style=\"font-family: 'Times New Roman';\">Total resistance in the circuit is,\u00a0<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"118\" height=\"19\" \/><\/p>\n<p style=\"margin-top: 0pt; margin-left: 31.5pt; margin-bottom: 0pt; text-align: justify;\"><span style=\"font-family: 'Times New Roman';\">Hence,<\/span><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"116\" height=\"27\" \/><\/p>\n<ol class=\"awlist3\" style=\"margin: 0pt; padding-left: 0pt;\" start=\"2\" type=\"a\">\n<li style=\"margin-left: 36pt; text-indent: -18pt; text-align: justify; font-family: 'Times New Roman';\">For the ideal ammeter with zero resistance,<\/li>\n<\/ol>\n<p style=\"margin-top: 0pt; margin-left: 36pt; margin-bottom: 3pt; text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"106\" height=\"27\" \/><\/p>\n<h3 class=\"entry-title\"><a href=\"https:\/\/vartmaaninstitutesirsa.com\/index.php\/chapter-4-moving-charges-and-magnetism\/\">Chapter 4 Moving Charges and Magnetism<\/a><\/h3>\n<h3><a href=\"https:\/\/vartmaaninstitutesirsa.com\/index.php\/class-12-physics-notes\/\">class 12 physics notes\u00a0<\/a><\/h3>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Moving coil Galvanometer Moving coil Galvanometer:-\u00a0m.imp A\u00a0Galvanometer is a device which is used to detect the current in a circuit. Principle:- The Galvanometer is based on the principal that a current carrying coil placed in external magnetic field experience a torque. Construction:- &#8211; A moving coil Galvanometer consist of &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_uag_custom_page_level_css":"","site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"default","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"set","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"class_list":["post-5267","page","type-page","status-publish","hentry"],"aioseo_notices":[],"_hostinger_reach_plugin_has_subscription_block":false,"_hostinger_reach_plugin_is_elementor":false,"uagb_featured_image_src":{"full":false,"thumbnail":false,"medium":false,"medium_large":false,"large":false,"1536x1536":false,"2048x2048":false},"uagb_author_info":{"display_name":"sandeep.soni484@gmail.com","author_link":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/author\/sandeep-soni484gmail-com\/"},"uagb_comment_info":0,"uagb_excerpt":"Moving coil Galvanometer Moving coil Galvanometer:-\u00a0m.imp A\u00a0Galvanometer is a device which is used to detect the current in a circuit. Principle:- The Galvanometer is based on the principal that a current carrying coil placed in external magnetic field experience a torque. Construction:- &#8211; A moving coil Galvanometer consist of &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&hellip;","_links":{"self":[{"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/pages\/5267","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/comments?post=5267"}],"version-history":[{"count":4,"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/pages\/5267\/revisions"}],"predecessor-version":[{"id":5271,"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/pages\/5267\/revisions\/5271"}],"wp:attachment":[{"href":"https:\/\/vartmaaninstitutesirsa.com\/index.php\/wp-json\/wp\/v2\/media?parent=5267"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}