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用逐次逼近法和最小二乘配点法求正交异性矩形薄板弯曲的几何非线性解。对两种材料、三种边界条件和两种载荷的矩形板进行计算,取得了较好的结果。线性解与S.Timo-shenko提供的数据相比,误差较小。
Using the Method of Successive Approximation and Least Square Collocation to Obtain the Geometric Nonlinear Solutions of Orthotropic Rectangular Thin Plates . Two kinds of materials, three kinds of boundary conditions and two loads of rectangular plates were calculated and good results were obtained. The linear solution has less error than the data provided by S. Timo-shenko.