The Application of Spline Kantorovich Method in Bending and Linear Stability Analysis of Anisotropic Plates and Cylindrical Shells
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Abstract:
Spline Kantorovich method is a numerical method for structural analysis which is lately put forward. It is essentially a discrete kantorovich method. This method can transfer two-dimensional problems to one-dimensional problems and reduce the total number of unknowns greatly. 1n this paper,based on the Mindlin assumption,spline kantorovich method is applied to bending and linear stability analysis of isotropic or anisotropic plates and cylindrical shells.
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Xu Houhua, Chen Guangnan. The Application of Spline Kantorovich Method in Bending and Linear Stability Analysis of Anisotropic Plates and Cylindrical Shells[J]. Journal of National University of Defense Technology,1989,11(3):39-47.