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Week No.
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Contents
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Date
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Day/Time
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Week No. 1
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Introduction to the Course, Four known forces of nature, Ordinary derivatives, Slope, Small change in function for 1-D 2-D 3-D cases, The gradient: Mathematical/physical/geometrical interpretation
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October 14-16, 2020
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Wed-Fri/09:00
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Week No. 2
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The divergence: Mathematical/physical interpretation, The curl: Mathematical/physical interpretation, Second derivatives, Cartesian coordinate system: Differential displacement/area/volume/ranges
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October 21-23, 2020
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Wed-Fri/09:00
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Week No. 3
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Spherical coordinate system: Differential displacement/area/volume/ranges, Cylindrical coordinate system: Differential displacement/area/volume/ranges, Orthogonal coordinate system: Differential displacement/area/volume/gradient/divergence/curl/laplacian
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October 28-30, 2020
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Wed-Fri/09:00
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Week No. 4
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Gradient theorem & applications, Green’s theorem & applications, Stokes’ theorem & applications
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November 04-06, 2020
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Wed-Fri/09:00
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Week No. 5
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Electrostatics in free space, Coulomb’s law for a point charge/discrete charge distribution/continuous charge distributions, Electric field for a point charge/discrete charge distribution & applications
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November 11-13, 2020
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Wed-Fri/09:00
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Week No. 6
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Line/surface/volume charge distributions, Electric field for continuous charge distributions & application, Gauss’s law, Plane/cylindrical/spherical symmetries
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November 18-20, 2020
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Wed-Fri/09:00
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Week No. 7
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Gauss’s law for discrete/continuous symmetric charge distributions, Differential/Integral forms of Gauss’s law, Divergence of static electric field, Applications (spherical/cylindrical symmetries) of Gauss’s law
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November 25-27, 2020
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Wed-Fri/09:00
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Week No. 8
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Curl of static electric field for point charge/discrete charge distribution/continuous charge distributions, Electric potential & applications, Comments on potential
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December 02-04, 2020
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Wed-Fri/09:00
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Week No. 9
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Electric potential due to a point charge/discrete charge distribution/continuous charge distributions & applications, Laplace’s/Poisson’s Equations, Boundary conditions on potential and normal/tangential components of electric field
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December 09-11, 2020
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Wed-Fri/09:00
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Week No. 10
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Work/Energy in electrostatics, Work done to move a charge, Electrostatic energy for discrete charge distribution & applications, Electrostatic energy for continuous charge distributions & applications
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December 16-18, 2020
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Wed-Fri/09:00
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Week No. 11
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Electrostatic energy and superposition principle & applications, Conductors and their properties, Induced charges & application, Capacitors & concept of stored energy
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December 23-25, 2020
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Wed-Fri/09:00
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Week No. 12
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Parallel-plate/spherical/cylindrical capacitors, Solutions of Laplace’s equation in cartesian coordinate system (1-D/2-D/3-D) & applications
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December 30-31, 2020
January 01, 2021
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Wed-Fri/09:00
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Week No. 13
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Solutions of Laplace’s equation in cylindrical coordinate system (1-D/2-D/3-D) & applications, Solutions of Laplace’s equation in spherical coordinate system (1-D/2-D/3-D) & applications
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January 06-08, 2021
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Wed-Fri/09:00
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Week No. 14
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Method of Images and applications for various symmetries
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January 13-15, 2021
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Wed-Fri/09:00
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Week No. 15
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Pure/physical electric dipole, Electric field/potential of a pure/point dipole, Electric monopole/dipole/quadrupole/octopole, Multipole expansion for discrete/continuous charge distributions, Electric dipole moment for discrete/continuous charge distributions
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January 20-22, 2021
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Wed-Fri/09:00
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Week No. 16
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Multipole expansion for a point charge at some distance from origin, Origin of coordinates in multipole expansion & applications
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January 27-29, 2021
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Wed-Fri/09:00
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