首页> 外文期刊>Journal of Applied Mechanics and Technical Physics >REGULAR INTEGRAL EQUATIONS FOR THE SECOND BOUNDARY-VALUE PROBLEM OF THE BENDING OF AN ANISOTROPIC ELASTIC PLATE
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REGULAR INTEGRAL EQUATIONS FOR THE SECOND BOUNDARY-VALUE PROBLEM OF THE BENDING OF AN ANISOTROPIC ELASTIC PLATE

机译:各向异性弹性板弯曲第二个边值问题的正整数方程

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摘要

Two systems of Fredholm equations of the second kind are constructed for the solution of the second boundary-value problem of the bending of an anisotropic plate (a normal bending moment and a generalized shear force are specified on the boundary of the simply-connected domain) under the assumption of validity of the Kirchhoff-Love hypotheses. Correct equilibrium conditions are specified for the examined boundary-value problem.
机译:为解决各向异性板弯曲的第二个边值问题,构造了两种第二种Fredholm方程组(在简单连接域的边界上指定了法向弯矩和广义剪力)在基尔霍夫-爱假设的有效性假设下。为检查的边值问题指定了正确的平衡条件。

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