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BASIC FIELD THEORY
Chapter4THE SOLUTION OF LAPLACES EQUATION
10 other sections not shown
angles applied bilinear transformation boundary conditions boundary shapes calculation centre chapter circular boundary complex potential complex variable component of field computation conductor consideration considered convergence corresponding points cylinder defined derived described determined difference equation differential equation Dirichlet problem discussed distribution doublet elliptic functions elliptic integral Engrs equa equal equation 8.1 equipotential lines evaluation example exterior field strength finite finite-difference flux and potential flux density flux function flux lines Fourier series given gives gradient images infinitely permeable infinity involving iterative Laplace's equation line charge line current magnetic field mesh nodes obtained parallel plate Poisson's equation pole polygon potential difference potential function problem radius real axis rectangle rectangular conductor region relaxation residuals Schwarz-Christoffel equation shown in Fig side simple slot straight line substituting surface tion transformation equation uniform field unit circle values of potential vector potential vector potential function vertex vertices z-plane zero