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Vector Analysis Definitions Vector Algebra Gradient Vetor Integration Divergence Curl The Vector Differential Operator V Further Developments Summary Solutions To Laplace'S Aquation İn Cylindrical Coordinates : Cylindrical Harmonics Laplace'S Equation İn Rectangular Coordinates Laplace'S Equation İn Two Dimensions General Solution Electrostatic Images Line Charges And Line İmages System Of Conductors : Coefficiensts Of Potential Numerical Solution Of Electrostatic Problems Solutions Of Poisson'S Equation Summary The Electrostatic Field İn Dielectric Media Poarization Field Outside Of A Dielectric Medium The Electric Field İnside A Dielectric Gauss'S Law İn A Dielectric : The Electric Displancement Elekctric Susceptibility And Dielectric Constant Point Charge İn A Dielectric Fluid Boundary Condilitions On Thefield Cevtors Boundary - Value Problems Involving Dielectric Force On A Point Charge Embedded İn A Dielectric Method Of İmages For Problems Involving Dielectircs Summary Microscopic Theory Of Dielectrics Molecular Field İn A Dielectiric Induced Dipoles: A Simple Model Polar Molecules : The Langevin - Debye Formula Permanent Polarization: Ferroelevtricty Summary Electrostatic Energy Potential Energy Of A Group Of Point Charges Electrostatic Energy Of A Charge Distribution Energy Density Of An Electrostatic Field Energy Of A System Of Charged Conductors: Coefficients Of Potential Coefficients Of Capacitance And Induction Capacitors Forces And Torques Summary Electric Current Nature Of The Current Current Density : Equation Of Continuity Ohm'S Law:Conductivity Steady Currents İn Continuous Media Approach To Electrostatic Equilibrium Resistance Networks And Kirchhoff'S Laws Microscopic Theory Of Conduction Summary The Magnetic Field Of Steady Currents The Definition Of Magnetic Induction Forces On Current-Carrying Conductors The Law Of Biot And Savart Elementary Applications Of The Biot And Savart Law Ampere'S Circuital Law The Magnetic Vector Potenitial The Magnatic Field Of A Distant Circuit The Magnetic Scalar Fotential Magnetic Flux Summary Magnetic Properties Of Matter Magnetization The Magnetic Field Produced By Magnetized Material Magnetic Scalar Potential And Magnetic Pole Density Sources Of The Magnetic Field:Magnetic İntensity The Field Equations Magnetic Susceptibility, Permeability, And Hysteresis Boundary Conditions On The Field Vectors Boundary - Value Problems Involving Magnetic Materials Current Circuits Containing Magnetic Media Magnetic Circuits Magnetic Circuits Containing Permanent Magnets Summary Microscopic Theory Of Magnetism Molecular Field Inside Matter Origin Of Diamagnetism Origin Of Paramagnetism Theory Of Ferromagnetism Ferromagnetic Domains Ferrites Summary Electromagnetic Induction Self - Inductance Mutual Inductance The Neumann Formula Inductances İn Serries And İn Parallel Summary Magnetic Energy Magnetic Energy Of Coupled Circuits Energy Density İn The Magnetic Field Forces And Torques On Rigid Circuits Hysteresis Loss Summary Slowly Varying Currents Transient And Steady -State Behavior Kirchhoff'S Laws Lementary Transient Behavior Steady - State Behavior Of A Simple Series Circuit Series And Parallel Connection Of Impedances Power And Power Factors Resonance Mutual Inductances İn Ac Circuits Mesh And Nodal Equations Driving Point Impedance And Transfer Functions Solving Network Equations With The Computer Summary Physics Of Plasmas Theoretical Approaches To Plasma Dynamics Electrical Neutrality İn A Plasma Particle Orbits And Drift Motion İn A Plasma Magnetic Mirrors The Hydromagnetic Equations The Pinch Effect Magnetic Confinement Systems For Controlled Thermonuclear Fusion Plasma Oscillations And Wave Motion Summary Electromagnetic Properties Of Superconductors The History Of Superconductivity Perfect Conductivity And Perfect Diamagnetism Of Superconductors Examples Involving Perfect Flux Exclusion The London Equations Summary Maxwell'S Equations The Generalization Of Ampere'S Lax: Displacement Current Maxwell'S Equations And Their Empirical Basis Electromagnetic Energy The Wave Equation Monochromatic Waves Boundary Conditions The Wave Equation With Sources Summary Propagation Of Monochromatic Electromagnetic Waves Plane Monochromatic Waves İn Nonconducting Media Polarization Energy Density And Flux Plane Monochromatic Waves İn Conducting Media Spherical Waves Summary Monochromatic Waves İn Bounded Regions Reflection And Refraction At The Boundary Of Two Nonoconducting Media : Normal Incidence Reflection And Refraction At The Boundary Of Two Nonoconducting Media : Oblique Incidence Brewster'S Angle: Critical Angle Complex Fresnel Coefficients: Reflection From A Conducting Plane Reflection And Transmission By A Thin Layer : Interference Propagation Between Parallel Conducting Plates Waveguides Cavity Resonators Summary Disperison And Oscillating Fields İn Dispersive Media Linearity And Causality Frequency Response And Dispersion Relations Drude- Lorentz Harmonic Oscillator Model Resonance Absorption By Bound Charges The Drude Free - Electron Theory Dielectric Relaxation Oscillating Fields İn Dispersive Media Summary The Emission Of Radiation Radiation From An Oscillating Dipole Radiation From A Half Wave Antenna Radiation From A Group Of Moving Charges Near And Intermediate Zone Fields Radiation Damping : Thomson Cross Section Summary Electrodynamics The Lienard - Wiechert Potentials The Field Of A Uniformly Moving Point Charge The Field Of An Accelerated Ponit Charge Radiation Fields For Small Velocities Summary The Special Theory Of Relativty Physics Before 1900 The Lorentz Transformation And Einstein'S Postulates Of Special Relativity Geometry Of Space - Time The Lorentz Transformation As An Orthogonal Transformation Covariant Form Of The Electromagnetic Equations Transformation Law For The Electromagnetic Field The Field Of A Uniformly Moving Point Charge Summary Appendix I Computers And Electromagnetic Theory Appendix II Coordinate Transformations, Vectors, And Tensors Appendix III Systems Of Units Appendix IV Vector Differential Operators Appendix V The Dirac Delta Function Appendix VI Fourier Integrals ( Fourier Transforms ) Appendix VII Functions Of A Complex Variable: Dispersion Relations Answers To Odd-Numbered Problems