Revisitelectrostatics Conductor,Electric problems with the ncep potential in Matter of electric potential 3 Chap2 Laplace's Equation. Introduction to conductor Uniqueness Theorem Laplace equation Mathematics Special Techniques to solve electric Problems I: Special Techniques for Separation of Chap3 Techniques to solve Method of Image and Separation of Variables electric Problems lI Method of Image, Other special electric Problems Chap5 Magnetostatics Magnetic fields and forces Biot-Savart Law Magnetic Vector Chap5 Analogy between electric Potential and magnetic fields 7 Magnetic Fields in Chap 6 Magnetic fields in Matter Matter Chap7 Maxwell Eq 4 Deduction of Maxwell's Equation Maxwell's Equation Maxwell's Equation in Matter in Matter Boundary condition Chap7-8 Boundary Conditions of Maxwell's equation Conservation Laws Poynting Vector Charge and Energy Revisit of Uniqueness Theorems 3 Chap 2 Conductor, Electric potential in Matter, Laplace’s Equation, Uniqueness Theorem 4 Revisit electrostatics problems with the concept of electric potential Introduction to conductor Laplace Equation: Mathematics 4 Chap 3 Special Techniques to solve electric Problems I: Separation of Variables, Special Techniques to solve electric Problems II: Method of Image, Other special Techniques to solve electric Problems 4 Special Techniques for electrostatic problems: Method of Image and Separation of Variables 5 Chap 5 Magnetostatics 4 Magnetic fields and forces 6 Chap 5 Biot-Savart Law Magnetic Vector Potential 4 Analogy between electric and magnetic fields 7 Chap 6 Magnetic Fields in Matter 4 Magnetic fields in Matter 8 Chap 7 Maxwell Eq. 4 Deduction of Maxwell’s Equation 9 Chap 7-8 Maxwell’s Equation in Matter Boundary Conditions Conservation Laws: Charge and Energy 4 Maxwell’s Equation in Matter Boundary condition of Maxwell’s equation Poynting Vector Revisit of Uniqueness Theorems