Higher Order Approximation of Weak Nonlinear Waves in a Compressible Fluid

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概要

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• The third order approximation in the reductive method of perturbation isarr>tied to the weak nonlinear waves in a comrressible fluid soverned bar theNavier-Stokes equation. It is shown that secular terms appearing in the thirdorder approximation are renormalized to the phase velocity of a weak shock, whichagrees with the expression obtained from the Rankine-Hugoniot relation. Thethird order solution obtained analytically, in the special case, also coincides toBecker's solution of steady shock in the approximation of the weak shock.

• 社団法人日本物理学会の論文
• 1980-06-15

著者

• Tokunaga Hiroshi

  Department Of Mechanical Engineering Faculty Of Industrial Arts Kyoto Technical University

• Tokunaga Hiroshi

  Department Of Biochemical Science And Technology Faculty Of Agriculture Kagoshima University

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