Asymptotic variational method-based method for simulating and optimizing composite material laminated plate
A composite material layer, asymptotic variational method technology, applied in the field of optimization design, can solve the problems of unpredictable stress distribution, low analysis efficiency, small amount of calculation, etc., to improve the speed and efficiency of the solution, high versatility, The effect of increasing the buckling critical load
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[0023] The present invention will be further described below in conjunction with specific examples and accompanying drawings.
[0024] 1. Three-dimensional expression
[0025] see figure 2 , is the coordinate system diagram before and after plate deformation. The position of any point on the reference plane of the composite laminate can be determined by its Cartesian coordinate system x i means, among them, x α are mutually orthogonal coordinates on the datum plane, x 3 It is the normal coordinate (letter subscripts i, j, k represent 1, 2, 3; letter subscripts α, β represent 1, 2, the same below). Introducing a group along x i Orthogonal reference coordinate vector b for direction i , the position of any point on the plate before deformation can be from fixed point O to x α Determine the position vector of the point describe:
[0026] r ^ ( x 1 , ...
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