Some Cases of the Axially Symmetrical Flow of Perfectly Plastic Materials

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概要

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• This paper deals theoretically with one of the three-dimensional isostatical problems in the theory of plasticity. Fundamental equations for plastic states of stress in a solid of revolution are established under the assumptions that the circumferential principal stress is equal to one of the other two lying in the meridian section and that materials obey the theory of constant elastic, strain energy of distortion. The author discusses the method of solving these equations for the case when the equations for slip-lines are known and two plastic states of stress having slip-lines of logarithmic spirals and straight lines. are considered in details as practical examples of applying his method of solution.

• 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

• 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
• Some Cases of the Axially Symmetrical Flow of Perfectly Plastic Materials
• 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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