Mixed Boundary Value Problems
Auteur : Duffy Dean G.
Methods for Solving Mixed Boundary Value Problems
An up-to-date treatment of the subject, Mixed Boundary Value Problems focuses on boundary value problems when the boundary condition changes along a particular boundary. The book often employs numerical methods to solve mixed boundary value problems and the associated integral equations.
Straightforward Presentation of Mathematical Techniques
The author first provides examples of mixed boundary value problems and the mathematical background of integral functions and special functions. He then presents classic mathematical physics problems to explain the origin of mixed boundary value problems and the mathematical techniques that were developed to handle them. The remaining chapters solve various mixed boundary value problems using separation of variables, transform methods, the Wiener?Hopf technique, Green?s function, and conformal mapping.
Decipher Mixed Boundary Value Problems That Occur in Diverse Fields
Including MATLAB® to help with problem solving, this book provides the mathematical skills needed for the solution of mixed boundary value problems.
Date de parution : 10-2019
15.6x23.4 cm
Date de parution : 03-2008
Ouvrage de 512 p.
15.6x23.4 cm
Thèmes de Mixed Boundary Value Problems :
Mots-clés :
Mixed Boundary; Dual Integral Equations; laplace's; Wiener Hopf Technique; equation; Integral Equations; condition; Conformal Mapping; integral; Mixed Boundary Conditions; dual; Green’s Function; equations; Laplace’s Equation; hankel; Legendre Polynomials; transform; IOP Publishing; conformal; Eikx Dk; mapping; Boundary Conditions; Lower Half Plane; Dual Series; Residue Theorem; Liouville’s Theorem; Wiener Hopf Equation; E0r Cos; Η2 Dη; Bessel Functions; Odd Function; R2 Dt; Fourier Sine Series; Dual Series Equations; Wiener Hopf Type