Table of contents:
Introduction. Equations of Parabolic Type with One Space Variable. Equations of Parabolic Type with Two Space Variables. Parabolic Equations with Three or More Space Variables. Hyperbolic Equations with One Space Variable. Hyperbolic Equations with Two Space Variables
Hyperbolic Equations with Three or More Space Variables. Elliptic Equations with Two Space Variables. Elliptic Equations with Three or More Space Variables. Higher-Order Partial Differential Equations. Supplements.
Covering heat and mass transfer, wave theory acoustics, electrostatics, electrodynamics, diffraction theory, quantum mechanics, and more, this handbook presents brief formulations and exact solutions of more than 2,200 equations and problems of mathematical physics - more than any other book available. It also features a supplement that lists the properties of common special functions, including the gamma, Bessel, degenerate hypergeometric, and Mathieu functions. Another supplement describes the methods of generalized and functional separation of variables for nonlinear partial differential equations.
Introduction. Equations of Parabolic Type with One Space Variable. Equations of Parabolic Type with Two Space Variables. Parabolic Equations with Three or More Space Variables. Hyperbolic Equations with One Space Variable. Hyperbolic Equations with Two Space Variables
Hyperbolic Equations with Three or More Space Variables. Elliptic Equations with Two Space Variables. Elliptic Equations with Three or More Space Variables. Higher-Order Partial Differential Equations. Supplements.
Covering heat and mass transfer, wave theory acoustics, electrostatics, electrodynamics, diffraction theory, quantum mechanics, and more, this handbook presents brief formulations and exact solutions of more than 2,200 equations and problems of mathematical physics - more than any other book available. It also features a supplement that lists the properties of common special functions, including the gamma, Bessel, degenerate hypergeometric, and Mathieu functions. Another supplement describes the methods of generalized and functional separation of variables for nonlinear partial differential equations.