| Article |
|---|
| Article name |
The Solution of Boundary Value Problems in Piecewise Homogeneous Cylinders with Two Parallel Screens |
| Authors |
Kholodovsky S.Y. Doctor of Physics and Mathematics, hol47@yandex.ruDavidenko, G.M. Senior Lecturer, y.g.m@mail.ru |
| Bibliographic description |
|
| Section |
Scientific Research |
| UDK |
517.956 |
| DOI |
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| Article type |
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| Annotation |
The article addresses boundary value problems for linear differential equations in
piecewise-homogeneous cylinders divided into three zones by slow-permeable films. These tasks
model the processes of heat and mass transfer in composite materials with film inclusions that
are of wide application.With the help of the method of convolution of Fourier expansions, task
solutions are expressed in terms of solving corresponding classical solutions to the problems
in homogeneous cylinders without films.
|
| Key words |
boundary value problems, slow-permeable films, piecewise-homogeneous zones,
method of convolution of Fourier expansions. |
| Article information |
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| References |
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| Full article | The Solution of Boundary Value Problems in Piecewise Homogeneous Cylinders with Two Parallel Screens |
