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[INDEX-TEACH&LEARN/EM] Electromagnetic Theory Node id: 5502pageWork Under Progress
No Frill Lectures Electromagnetic Theory
- Motion of Charges in electric and Magnetic Fields
- Coulomb's Law
- Line Surface and Charge Distribution
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22-08-11 15:08:02 |
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[NOTES/EM-03010]-Electric Field Inside an Empty Cavity in a ConductorNode id: 5648pageMaxwell's equation, \(\text{curl}\vec{E}=0\), is used to prove that the electric field inside an empty cavity in a conductor is zero.
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22-08-11 12:08:11 |
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[NOTES/EM-03009]-Coulomb's Law from Maxwell's Equations --- An OutlineNode id: 5647pageThe derivation of Maxwell's first equation, \(\nabla\cdot\bar{E}=\rho/\epsilon_0\), from from Coulomb's law is outlined using the Green function for the Poisson equation.
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22-08-11 12:08:38 |
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[ARA/C001-PATH] All Resource About CommutatorNode id: 4999pathWhere all a reference to commutation is made? How does it appear
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22-08-10 06:08:53 |
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[ARA-G001-PATH ]All Resources About Green FunctionNode id: 3451pathGreen function is defined and a simple example is presented.
Three methods of computing Green functions presented are:
- Direct solution of differential equation
- Using Fourier transform
- Eigenfunction expansion method
- Method of images
Examples include Green function for Poisson equation, Helmholtz equation, Heat equation, Wave Equation and Schrodinger equation.
Applications include boundary value problems in electrostatics, potentials of moving point charges.
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22-08-10 06:08:21 |
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[ARA-S001::PATH] All-Resources-About Scattering in classical and quantum mechanicsNode id: 5033path
DRAFT PAGE
WORK IN PROGRESS
Each box to have hyperlinks for more details
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22-08-10 06:08:40 |
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[SUNDAY-PHYSICS/CV-LEC-04] Taylor Series Expansion Node id: 5640page |
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22-08-09 23:08:48 |
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[SUNDAY-PHYSICS/CV-LEC-03] The Solution of Equations in Complex PlaneNode id: 5639page |
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22-08-09 23:08:43 |
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Complex Variables Node id: 5619forum |
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22-08-07 13:08:52 |
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[ACQ/CV-05001] Understanding Relation Between Existence of Derivative and Being AnalyticNode id: 5623page |
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22-08-07 05:08:18 |
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[PNET/CV-05001] Existence of derivative, analytic property, singular points etc.Node id: 5630pageThe attached file is a collection of questions taken from NET/CSIR/GATE/JEST and other similar examinations
The questions concern:
- Existence of derivative
- Computation of limit
- Checking if a function is analytic or not
- Properties of real and imaginary parts of an analytic function
- Finding real part (or imaginary part) if the other one is given.
KEY CONCEPTS
Existence of derivative, Analytic function, Limit, Cauchy Riemann equations,
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22-08-06 21:08:34 |
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[SUNDAY-PHYSICS/CV-XTRA-05001] More Resources for Sessions 1-3Node id: 5629pageHere I have links to some additional resources for material covered in the first three sessions. (Jul 17, 24, 31, 2022)
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22-08-06 19:08:51 |
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[RCQ/CV-05001] Decoding analyticity of rational functions --- Short QuestionsNode id: 5626page |
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22-08-06 19:08:39 |
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[RCQ/CV-05002] Recalling Reasoning for Singular PointsNode id: 5627page |
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22-08-06 19:08:16 |
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[YMP/CV-05001] Elementary Functions --- Solved Examples Node id: 5621page |
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22-08-06 19:08:02 |
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[PTR/CV-05001]-Points to RememberNode id: 5625page |
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22-08-06 15:08:42 |
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[EXE/CV-05001]-ExerciseNode id: 5624page |
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22-08-06 15:08:24 |
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[AAQ/CV-05002]-Short QuestionsNode id: 5622page |
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22-08-06 14:08:37 |
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[STR/CV-05001]-Summary of Points to be RememberNode id: 5620page |
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22-08-06 14:08:09 |
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[WS-TUT/CV- 07] :: Fully Solved Tutorial Complex VariablesNode id: 2180pageThis is full solution to the Tutorial set \(\S\S\) 7.5 containing statements of the problems.
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22-08-01 12:08:41 |
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