Steady plane magneto-gas-dynamic flows having constant velocity magnitude on each streamline (Q1072894)
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scientific article; zbMATH DE number 3943473
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Steady plane magneto-gas-dynamic flows having constant velocity magnitude on each streamline |
scientific article; zbMATH DE number 3943473 |
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Steady plane magneto-gas-dynamic flows having constant velocity magnitude on each streamline (English)
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1985
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In this work, well-known methods of solving nonlinear partial differential equations have been used to study steady plane magneto-gas- dynamic orthogonal, aligned, and transverse flow problems when the velocity magnitude is constant on each individual streamline. In the study of the orthogonal case, Monge's method for solving second-order nonlinear partial differential equations is used. The hodograph and Charpits' methods are applied in the other two cases of aligned and transverse flows to investigate the geometries and solutions for the flow problems.
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hodograph methods
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steady flow
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inviscid, electrically conducting compressible fluid
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infinite electrical conductivity
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steady plane magneto-gas-dynamic orthogonal, aligned, and transverse flow problems
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transverse flows
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