Stress Wave Propagation in a Bar of Variable Cross-Section
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概要
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There are many important problems in the field of the study of one-dimensional stress wave propagation. One of them is the stress wave propagation in a bar of variable cross-section. Several authors treated this problem, but the function which represents the variation of the cross-section along the axis is usually restricted to be in a simple or special form. When a stress wave encounters a discontinuity of area, the reflected wave and the transmitted wave are determined by the areas of the two cross-sections. In this paper, a bar having an arbitrary cross-section is assumed to be a bar having continuous multi-stepped diameters. Based on this assumption, an analysis of the stress state, especially at the wave front, is performed.
- 一般社団法人日本機械学会の論文
著者
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TANAKA Kichinosuke
Faculty of Engineering, Kyoto University
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Kurokawa Tomoaki
Central Research Laboratories Sumitomo Metal Industries
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Tanaka Kichinosuke
Faculty Of Engiineering Kyoto University
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