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

The Waves The Wave Equations Electromagnetic Spectrum Poynting Vector S

Coulomb’s Law Electric Field Intensity E Superposition and Extented Charge Distribution Electric Potential Electric Dipole

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

Magnetization M The Equivalent Surface Current Density The Equivalent Volume Current Denisity J Calculation of Magnetic Fields in Material Magnetic Field Intensity H Ampere’s Circuit Law Magnetic Susceptibility, Permeability Magnetization Curve Hysterisis

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

Mutual Induction M Induced Electriomotance in Terms ofMutual Inductance Self-Inductance L Coefficient of Coupling Transients in RC Circuits

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

The Lorentz Force Example: The Closed-Field MassSpectrometer Example:The Hall Effect Example:Magnetic Mirrors

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