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Basic Intro Course for Physics (AI Based) , DoAS (MIRRC)
·
Module 5
Electrostatics
1
Gauss's Law and Symmetric Charge Distributions
Apply Gauss's Law in integral form, using vector calculus, to find electric fields for symmetric charge distributions.
2
Gauss's Law: Differential Form and Physical Meaning
Derive the differential form of Gauss's Law (∇ ⋅ E = ρ/ε₀) and understand its physical meaning.
3
Electrostatic Field: Conservative Nature and Electric Potential
Derive the conservative nature of the electrostatic field (∇ × E = 0) and define the electric potential.
4
Electric Potential and Field of Continuous Charge Distributions
Solve for the electric potential and field of continuous charge distributions using integration.
5
Solving Electrostatic Boundary-Value Problems with Poisson's and Laplace's Equations
Derive and solve Poisson's and Laplace's equations for electrostatic boundary-value problems.
6
Conductors in Electrostatic Equilibrium & Boundary Conditions
Analyze the behavior of conductors in electrostatic equilibrium and apply boundary conditions.
7
Capacitance and Electric Field Energy
Calculate the capacitance of various conductor geometries and analyze energy stored in electric fields.
8
Electric Dipoles and Multipole Expansions
Analyze the behavior of electric dipoles and multipole expansions of the electric potential.
Previous module
Mathematical Methods for Physics
Next module
Magnetostatics and Electrodynamics