Self-Similar Flow under the Action of Monochromatic Radiation Behind a Cylindrical MHD Shock in a Non-Ideal Gas

IF 1.2 Q2 MATHEMATICS, APPLIED
J. P. Vishwakarma, V. Pandey
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引用次数: 19

Abstract

Similarity solutions are obtained for one-dimensional flow under the action of monochromatic radiation behind a cylindrical magnetogasdynamic shock wave propagating in a non-ideal gas in presence of an axial magnetic field. The initial density of the medium and initial magnetic field are assumed to be constant. It is investigated that the presence of the magnetic field or the non-idealness of the gas decays the shock wave, and when the initial magnetic field is strong the non-idealness of the gas affects the velocity and pressure profiles significantly. Also, it is observed that the flow-variables behind the shock are affected significantly, by an increase in the parameter of radiation, when the initial magnetic field is strong. It is, therefore, inferred that the effect of the non-idealness of the gas and of the monochromatic radiation on the shock propagation become more significant when the strength of the initial magnetic field is increased.
非理想气体中圆柱形MHD激波后单色辐射作用下的自相似流动
得到了在轴向磁场作用下在非理想气体中传播的圆柱形磁气动力激波后单色辐射作用下一维流动的相似解。假设介质的初始密度和初始磁场为常数。研究了磁场的存在或气体的非理想性对激波的衰减作用,当初始磁场较强时,气体的非理想性对激波的速度和压力分布有显著影响。此外,还观察到,当初始磁场较强时,随着辐射参数的增加,激波后的流动变量受到显著影响。由此可以推断,随着初始磁场强度的增大,气体的非理想性和单色辐射对激波传播的影响更为显著。
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来源期刊
Journal of Applied Mathematics
Journal of Applied Mathematics MATHEMATICS, APPLIED-
CiteScore
2.70
自引率
0.00%
发文量
58
审稿时长
3.2 months
期刊介绍: Journal of Applied Mathematics is a refereed journal devoted to the publication of original research papers and review articles in all areas of applied, computational, and industrial mathematics.
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