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激波统一来解实用公式

APPLIED FORMULAE FOR THE GENERAL SOLUTION OF A SHOCK WAVE
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摘要 本文从麦克斯韦方程组和三个守恒定律出发,导出磁流体力学激波间断面两边所满足的跃变方程组,通过无量纲化处理,即可得到激波统一求解公式及其解析解。这些公式对理论研究和工程应用中的实际计算都很方便。最后,对垂直磁流体激波、平行磁流体激波以及气体动力学激波分别予以讨论。 This paper deals with the jump equations which are derived from the Maxwell equations and three conservation laws and satisfy both boundaries at a magnetohydrodynamic shock wave. Jump equations of the magnetohydrodynamic shock wave are transformed to a dimensionless form, so that the resulted formulae for the general solution of the shock wave are convenient for practical calulations. Lastly, a perpendicular, a parallel magnetohydrodynamics shock wave and aerodynamic shock wave are discussed.
作者 甘资先
机构地区 福州大学
出处 《核聚变与等离子体物理》 CAS CSCD 北大核心 1991年第4期206-213,共8页 Nuclear Fusion and Plasma Physics
关键词 磁流体力学 气体动力学 激波 Magnetohydrodynamic shock wave, Aerodynamic shock wave, Jump equations, Dimensionless.
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参考文献3

  • 1Onkar Nath. Similarity solution for the spherical shock waves with varying density in self-gravitating medium[J] 1988,Astrophysics and Space Science(2):333~338
  • 2Alan Maxwell,Murray Dryer. Characteristics of shocks in the solar corona, as inferred from radio, optical, and theoretical investigations[J] 1982,Space Science Reviews(1-2):11~25
  • 3S. Pintér. Experimental study of flare-generated collisionless interplanetary shock wave propagation[J] 1982,Space Science Reviews(1-2):145~168

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