Magneto gas dynamic singular surfaces in an isothermal flow of gas
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The discontinuity surfaces across which the only discontinuities in the derivatives of flow variables exist are known as singular surfaces. The influence of a magnetic field on the propagation of singular surfaces in an isothermal flow of gas is investigated. We find that the expansive waves ultimately disperse while compressive waves grow into a shockwave in a finite time. The derivation of the shock-wave formation time and its dependence on the magnetic-field intensity reveal interesting differences between outward- and inward-moving singular surfaces. In the particular cases of plane and cylindrical singular surfaces, the shock-wave formation distances and times have been derived.
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2011 ◽
Vol 37
(9)
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pp. 877-880
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2014 ◽
Vol 23
(01n02)
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pp. 1450008
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2010 ◽
Vol 148
(2)
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pp. 204-211
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