发散积分的有限部分在弹性力学中的应用 |
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引用本文: | 王敏中.发散积分的有限部分在弹性力学中的应用[J].应用数学和力学,1985,6(12):1071-1078. |
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作者姓名: | 王敏中 |
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作者单位: | 北京大学力学系 |
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摘 要: | 本文利用发散积分的有限部分,从三维的Kelvin问题的解,Boussinesq问题的解和Mindlin问题的解直接导出了相应的二维问题的解,另外也给出了在平面问题中的应用.
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收稿时间: | 1984-09-19 |
Application of the Finite Part of a Divergent Integral in the Theory of Elasticity |
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Institution: | Department of Mechanics, Peking University, Beijing |
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Abstract: | Using the finite part of a divergent integral, we transform Kelvin's solutions, Boussinesq's solutions and Mindlin's solutions in the three-dimensional theory of elasticity into corresponding solutions in the two-dimensional theory. Besides, its application in plane problems is also given. |
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