Mixed Boundary Value Problems of Potential Theory and Their Applications in Engineering |
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SERIES EDITORS PREFACE V | 1 |
X | 6 |
GENERALIZED POTENTIAL THEORY | 97 |
Copyright | |
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accuracy annulus aperture applied arbitrary aspect ratio axis B₁ bonded punch boundary conditions boundary value problem charge density distribution charge distribution circular circular sector Circular segment coefficients computed considered coordinates cosht coshv coshx coshy defined Dirichlet problem Discrepancy disks domain electrical polarizability elementary functions ellipse error evaluation exact solution example expression F₁ Fabrikant following integral formula formula 17 gives governing integral equation half-space harmonic integral representation integration with respect interchanging the order k₁ kernel L-operator linear algebraic magnetic polarizability method notation o(Po obtained Okon and Harrington order of integration P₁ parameters plane z=0 pỗ Podpo points of collocations polarizability polygon potential function prescribed radius rhombus simplifies singular sinhx dx sinhy sino Smedt solved spherical cap Substitution take the form tan¹ toroidal coordinates total charge v₁ Va² xxyy yields yyyy