Numerical Analysis of Converging Shock Waves in Concentric Solid Layer

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概要

• 論文の詳細を見る

• A theoretical analysis is made for the behavior of converging shock waves in a concentric two layer system. Finite difference method is used to solve the hydrodynamic equations with numerically convenient constitutive equations proposed. The results show that differences in material properties have appreciable effects on the feature, and that in particular the system having an inner rod of higher shock impedance produces a negative pressure region near the central axis by a converging rarefaction wave.

• 社団法人日本物理学会の論文
• 1976-05-15

著者

• Nagayama Kunihito

  High Energy Rate Laboratory Faculty Of Engineering Kumamoto University

• Nagayama Kunihito

  High Energy Rate Laboratory Facult Of Engineering Kumamoto University

• Murakami Terutosi

  Department Of Applied Science Faculty Of Engineering Kyushu University

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• Approximate Theory of a Converging Shock Wave in Condensed Media
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• Entropy Production and Variation Principle in The Kinetic Theory of Rigid-Sphere Gas Mixture
• Theoretical Inverstigation of A Converging Shock Wave in Porous or Composite Materials
• Kinetic Theoretical Studies of Shock Waves in Gas-Particle Mixtures
• On the Variation Principle in the Kinetic Theory of Dense Gases, I.
• Numerical Analysis of Converging Shock Waves in Concentric Solid Layer

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