内部非平衡を伴う気体流中の十分に分散したきわめて弱い衝撃波に関して

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概要

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• The fully dispersed extremely weak shock wave in one dimensional steady flow of a gas with a single relaxing internal degree of freedom is considered. When all dependent variables and the co-ordinate x are made dimensionless with respect to their critical values and the thickness of a extremely weak shock wave respectively, and all non-dimensional dependent variables are expanded in terms of a small parameter ε, it is shown that the resulting equation for u^<(1)> takes the following form d^2u^<(1)>/dx^2-6u^<(1)>du^<(1)>/dx=0 where u^<(1)> is the first order coefficient of non-dimensional velocity. The solution is given by solving the above equation.

• 神戸親和女子大学の論文

著者

• 山口 巌

  親和女子大学数学・物理学

関連論文

• 内部非平衡を伴う気体流中の十分に分散したきわめて弱い衝撃波に関して

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