Variational Approach to the Shock Wave

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概要

• 論文の詳細を見る

• By using the local potential for the Boltzmann-type equations, a reasonable profile equation is derived on the basis of the minimal entropy rate principle postulated for stationary irreversible processes. The equation is a sort of moment equation containing a number of variational parameters. The ambiguities in the conventional moment theories are removed. As an example, Mott-Smith's model is examined as a trial function, which reduces the steadiness of shock waves for the strong cases.

• 社団法人日本物理学会の論文
• 1972-01-05

著者

• Watanabe Yoiti

  College Of General Education Osaka University

• FUJITA Takeyosi

  Department of Applied Physics, Kansai University

• KODA Tosio

  Department of Physics, Osaka University

• Fujita Takeyosi

  Department Of Applied Physics Kansai University

• Koda Tosio

  Department Of Physics Osaka University

• Fujita Takeyoshi

  Department of Applied Physics, Kansai University

関連論文

• Comment to "Excitation of Water Molecule by Electron Impacts.I"
• Dissociative Excitation of Water Molecule by Electron Impacts. IV. The Effect of Multiple Scattering
• Dissociative Excitation of Water Molecule by Electron Impacts. : III. Core Potential Correction
• Dissociative Excitation of Water Molecule by Electron Impacts. : II. The Glauber Approximation
• Dissociative Excitation of Water Molecule by Electron Impacts. : I. General Survey and the Born Approximation
• The Formation of Large Scale Reconstructed Images through the Use of Holograms
• Elastic Scattering of Electron by Water Molecule in High and Intermediate Energy Regions
• Variational Approach to the Shock Wave
• Visualization and Measurements of Sound Pressure Distribution of Ultrasonic Wave by Stroboscopic Real-Time Holographic Interferometry

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