## Analytic solution of two difficult problems in electromagnetic theory |

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### Contents

LIST OF ILLUSTRATIONS | iii |

Purpose of Thesis 1 | vi |

Method and Scope of Solution | ix |

21 other sections not shown

### Common terms and phrases

accuracy analysis anchor rings annular opening approximate Ashour's Values 0.05 calculated cavity resonators charge and capacitance charge distribution charge-density circular annulus circular current-sheet circular disk closed functions coefficient computed conductor cos2 cos3P cosh cosh2 cosp current-density induced current-sheet of finite curves of Fig curvilinear coordinates Derivation detailed in Appendix disk of finite distribution of current-density elliptic integral Evaluation expression field-intensity finite conductivity Fredholm integral equation geophysical prospecting homogeneous circular Hyperbolas Induced Current Induced Current-Density induction heating infinite plane inner perimeter inner radius integral equation Laplace's equation London Mathematical Society ls(x orthogonal coordinates Outer Radius Permissible Maximum Values plane annulus potential function problem r(s+l radial distribution radial-position right-hand member self-inductance sin2 sin3p sinh sinh2 sinp sinusoidally solution surface tabulated in Tables terms of closed thickness total charge uniform magnetic field Values of Amplitude Values of x"1/2 vanish at infinity vanishes well-known theory whence width 2a