| Article |
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| Article name |
On the Efficient Solution of Boundary Value Problems in Inhomogeneous Fields Plane |
| Authors |
Gurimskaya I.A. Senior teacher of the Department of Higher Mathematics, Gurim567@rambler. ru |
| Bibliographic description |
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| Section |
Scientific Reports |
| UDK |
УДК 517.956 |
| DOI |
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| Article type |
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| Annotation |
The first and third boundary value problems, respectively, in the strip and half-plane for
the divergence equation with a quadratic coefficient that simulates the steady-state processes
in heterogeneous environments are considered. By the method of convolution of Fourier
expansions the solution of the problems expressed in terms of solution of the Dirichlet problem
in a homogeneous half-plane.
|
| Key words |
boundary value problem, the divergence equation, the method of convolution
of Fourier expansions. |
| Article information |
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| References |
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| Full article | On the Efficient Solution of Boundary Value Problems in Inhomogeneous Fields Plane |
