2.7 The Potential Function
2.8 Field Due to a Continuous Distribution of Charges
2.9 Equipotential Surfaces
2.10 Conductors
2.11 Gauss's Divergence theorem
2.12 Integral form of Divergence
2.13 Alternate statement of Gauss's law
2.14 Poission's Equation and Laplace's Equation
2.15 Problem of Electrostatics
2.16 Solution for Some Simple Cases
2.17 Electrical Image Method
2.18 Example
2.19 Capacitance
2.20 Electrostatic Energy Stored in a Capacitor
2.21 Energy Associated to An Electrostatic Field
2.22 Boundary Conditions Between the Two Dielectrics

3.10 The Far Magnetic field of a Current Distribution
3.11 Equation of Continuity (Conservation of nos. of Charges)
CHAPTER 4 TIME VARYING FIELDS AND MAXWELL'S EQUATIONS
4.1 Inconsistency of Ampere's Law
4.2 Maxwell's Equations
4.3 Maxwell's Equations in Static Field
4.4 Derivation: (Maxwell's Equations in Differential Form)
4.5 Physical Significance of Maxwell's Equations
4.6 Plane Wave Equation in a Homogeneous Medium
4.7 Plane Wave Equation in Free Space
4.8 Uniform Plane Wave Propagation
4.9 Uniform Plane Wave

4.10 Relation between 'E' and 'H' in a Uniform Plane Wave
4.11 The Wave Equations for a Conducting Medium
4.12 Poynting's Theorem
4.13 Power Loss in a Plane Conductor
4.14 Maxwell's Equations Using Phasor Notation
4.15 Electromagnetic Equations in Phasor Notation
4.16 Wave Propagation in a Conducting Medium
4.17 Conductors and Dielectrics
4.18 Wave Propagation in Good Dielectrics
4.19 Wave Propagation in Good Conductor
4.20 Depth of Penetration or Skin Depth
4.21 Polarization
CHAPTER 5 REFLECTION AND REFRACTION OF E.M.WAVES
5.1 Introduction