文丕华. 半平面正交各向异性弹性层矩阵回代法[J]. 工程力学, 1986, 3(3): 98-105.
引用本文: 文丕华. 半平面正交各向异性弹性层矩阵回代法[J]. 工程力学, 1986, 3(3): 98-105.
Wen Pihua. The Layer Subsmatrix Inverse Method Applied to Half Plane Orthotropic Elastic Layers[J]. Engineering Mechanics, 1986, 3(3): 98-105.
Citation: Wen Pihua. The Layer Subsmatrix Inverse Method Applied to Half Plane Orthotropic Elastic Layers[J]. Engineering Mechanics, 1986, 3(3): 98-105.

半平面正交各向异性弹性层矩阵回代法

The Layer Subsmatrix Inverse Method Applied to Half Plane Orthotropic Elastic Layers

  • 摘要: 本文对半平面正交各向异性弹性层问题通过富里叶变换,并利用层间的应力位移协调条件,采用矩阵回代方法确定各层待定系数,计算了三层介质和刚性地基问题的数值结果。这种方法具有计算机时少、收敛性好等优点。

     

    Abstract: In this paper the problems of half plane orthotropic elastic layers are discussed. Through Fourier transformation and compatibility of stresses and displacements between layers the constants are determined for every layer by using layer submatrix inverse method. This paper has calculated the problems of three different medium Layers and an elastic layer resting on rigid base. The results given by electric computer show that this method has advantages of CPU time less and convergence good.

     

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