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The empirical basis of electrostatics
Dielectrics and uniqueness theorem
Methods of solution of Laplace equation
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angle apparently assume axis becomes boundary conditions calculate called centre charge coil compared complete components conducting conductor consider constant coordinates corresponding defined density dependence determined dielectric dipole direction distance distribution effect electric electric field electromagnetic electron electrostatic element energy equal equation expression flux force formula frame frequency function given gives Hence incident increase independent indicates infinity integral intensity introduce known length limit Lorentz magnetic field magnitude mass medium motion moving normal Note obtain origin particle perpendicular plane polarization positive potential problem radiation radius reflection refractive region relation relativity represents respectively result satisfied scalar separation shows side simple solution space sphere surface symmetry tensor term theorem theory transformation uniform unit vanishes vector velocity volume wave write written