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Random Free Preview Footages of the Course 12
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How x, y and z coordinates are defined for Cartesian Coordinate System?Lecture1.1
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When do we take Phi negative in Cylindrical Coordinate System?Lecture1.2
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Why does Theta of Spherical Coordinate System range from 0 to 180 and not to 360?Lecture1.3
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How are Unit vectors defined in Cylindrical Coordinates to represent any Vector in Space?Lecture1.4
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Problem of Phi while converting a Point from Cartesian to Cylindrical Coordinate System.Lecture1.5
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How to convert a Point from Spherical to Cartesian Coordinate System?Lecture1.6
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Illustrative numerical to understand the Line Integration for Electromagnetic Fields.Lecture1.7
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How to write differential surface ‘ds’ in Surface Integration for Electromagnetics?Lecture1.8
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Illustrative numerical to understand the Volume Integration for Electromagnetic Fields.Lecture1.9
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Difference between Scalar and Vector Fields to understand the Gradient operation in Electromagnetics.Lecture1.10
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When do we get Divergence of a Vector Field be ZERO?Lecture1.11
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What is the Circulation of Vector Field for defining Curl operation?Lecture1.12
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Rectangular (Cartesian) Coordinate System (23:52) 2
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Cylindrical Coordinate System (23:01) 2
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Spherical Coordinate System (22:34) 3
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Vector Representation in Different Systems (12:26) 1
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Conversion between Cartesian and Cylindrical Systems (28:29) 2
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Conversion between Cartesian and Spherical Coordinate Systems (27:15) 2
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Line Integration in Electromagnetics (28:31) 3
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Surface Integration in Electromagnetics (35:17) 3
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Volume Integration in Electromagnetics (22:34) 2
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Gradient of a Scalar Field (28:33) 4
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Difference between Scalar and Vector Fields for defining Gradient (04:46)Lecture11.1
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Idea of Gradient and its physical significance, Formulas in different systems (06:21)Lecture11.2
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Intuitive derivation of Gradient formula, Properties of Gradient Vector (14:12)Lecture11.3
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Illustrative Gradient numerical (03:14)Lecture11.4
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Divergence of a Vector Field (22:37) 3
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Curl of a Vector Field (27:46) 3
