On the Thermal Stresses of an Infinite Plate with an Infinite Row of Circular Inclusions unber the Steady State of Temperature : Case of an Infinite Plate Having an Infinite Row of Pairs of Heat Sources
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概要
- 論文の詳細を見る
In the present paper, we consider the problem of thermal stresses in an infinite plate with an infinite row of circular holes which are filled with elastic inclusions of another material. The steady state of temperature is induced by the infinite row of pairs of heat sources (positive and negative sources) periodically placed on either side of the infinite row of inclusions. The analysis is developed by the Airy's stress function in the generalized plane stress. In the construction of temperature and stress functions, periodical harmonic functions are utilized as the fundamental stress function. The successive approximation is adopted for the numerical determination of the unknown coefficients involved in the solution. Moreover, numerical calculations about the stress distributions along main parts of the infinite plate and the inclusions are worked out in some detail, in order to clarify the effects of an infinite row of circular inclusions.
- 一般社団法人日本機械学会の論文
著者
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Takahashi Katsuhiko
Department of Physiological Chemistry, School of Pharmaceutical Sciences, Showa University
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Takahashi Katsuhiko
Department Of Physiological Chemistry School Of Pharmaceutical Sciences Showa University
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SHIOYA Shunsuke
Department of Mechanical Engineering, The National Defense Academy
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Matsuda Mitsumasa
Department Of Mechanical Engineering Faculty Of Engineering Kobe University
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Shioya Shunsuke
Department Of Mechanical Engineering The Defense Academy
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Takahashi Katsuhiko
Department Of Artificial Complex Systems Engineering
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Takahashi Katsuhiko
Department Of Mechanical Engineering The National Defense Academy
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MATSUDA Mitsumasa
Department of Anesthesiology, Tokai University School of Medicine
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Takahashi Katsuhiko
Department of Applied Chemistry for Resources, Tokyo University of Agriculture and Technology
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