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Article information
2008 , Volume 13, Special issue, p.54-60
Kashirin A.A.
Numerical solution of integral equations for three-dimensional acoustic problems
Three-dimensional acoustic problems are considered. The problems are formulated in terms of weakly singular integral equations of the first and second kinds. A discretization of these equations is proposed with the help of the special smoothing method for the integral kernels. Approximate solutions of these equations are found using the variational iterative methods. The results of numerical experiments are presented.
[full text]
Keywords: diffraction, acoustic wave, Helmholtz equation, boundary integral equations, variational iterative methods
Author(s):
Kashirin Alexey Alekseevich
PhD. , Associate Professor
Position: Senior Research Scientist
Office: Computer Center FEB RAS
Address: Russia, Khabarovsk, 65, Kim Yu Chen str.
E-mail: elomer@mail.ru
SPIN-code: 1948-3033
Bibliography link:
Kashirin A.A. Numerical solution of integral equations for three-dimensional acoustic problems // Computational technologies. 2008. V. 13. Special issue 4. P. 54-60
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