A New Method of Solution of the Two-Dimensional Isostatical Problem in the Mathematical Theory of Plasticity

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概要

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• The author discusses an analogy between the statically determinate state of stress in the perfectly plastic material and the steady irrotational flow of a. hypothetical non-viscous fluid introduced by him, the pressure in which is proportional to the logarithm of its density and which has the same local Mach number √<2> throughout the whole field of flow. The hodograph method for this fluid flow is developed in detail, and besides an application of the W.K.B. method is considered. Several exact solutions of the fundamental differential equations illustrate the present new method of solving the isostatical problem in the theory of plasticity.

• 社団法人日本物理学会の論文
• 1952-10-25

著者

• Inoue Nobuo

  Faculty Of Engineering Doshisha University

関連論文

• A New Method of Solution of the Two-Dimensional Isostatical Problem in the Mathematical Theory of Plasticity
• On some Hypothetical Gases
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• Study of Sopersonic Gas Flow through Nozzle by Plastic, Deformation
• Plane Strain Slip Line Fields for Polymer Deformation Processes
• Application of Gasdynamical Method to Soil Mechanics and Theory of Plasticity (I)
• Application of Gasdynamical Method to Soil Mechanics and Theory of Plasticity (II)

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