Solid Angles Gauss’ Law Conductors Poisson’s Equation Laplace’s Equation Uniqueness Theorem Images

Conduction of Electricity Ohm’s Law Non-linear Resistors Resistors Connected Kirchhoff’s Lawss Substitution Theorem Mesh Current

Electric Polarization P Bound Charges Gauss’ Law, Electric Displacemant D

Capacitance of An Isolated Conductor Capacitance btwn Two Conductors Potential Energy of a Charge Distribution Energy Density in an Electric Field Forces on Conductors

The Waves The Wave Equations Electromagnetic Spectrum Poynting Vector S

The Total Current Density J The Curl of B Maxwell’s Equations Maxwell’s Equations in Integral Form

Forces on a Wire Carrying a Currentin a Magnetic Field Magnetic Pressure Magnetic Energy Denisity Magnetic Forces btwn Two ElectricCurrents Magnetic Forces Within an IsolatedCircuit

Motional Electromtance Faraday Induction Law for v x BFields Lenz’ Law Faraday Induction Law for Time￾Dependenct B Flux Linkage E in Terms of V and A

Object: to describe the fieds generated by electric charges and currents Mathematical Tools: A field is a function describing a quantity at all points in space

8-1 磁介质与磁化强度矢量 M 8-2 磁介质中静磁场的基本定理 8-3 边值关系与唯一性定理 8-4 磁路定理 8-5 电流系统的磁能与磁场的能量 8-6 磁荷法 8-7 磁像法