1) Plate with large deflection
平板大挠度
2) large deflection plate
大挠度板
1.
A weighted residual method with variable conversion and cyclic iteration is proposed in this paper , which facilitates the approximate solution of nonlinear coupling partial differential equations of large deflection plate.
针对大挠度板非线性耦合偏微分方程组的求解 ,提出了变量转换循环迭代加权余量法。
3) Large deflection square plates
大挠度方板
4) bending of thin plates with large deflections
大挠度弯曲薄板
1.
Reciprocal theorem for non-linear elasticity with finite displacements in rectargular cartesian coordinates is established and reciprocal theorems for bending of thin plates with large deflections are given by Fubaolian.
付宝连建立了直角坐标系,建立了有限变形非线性弹性力学的功的互等定理并给出了大挠度弯曲薄板的功的互等定理。
2.
Reciprocal theorem for non-linear elasticity with finite displacements in rectargular cartesian coordinates is established in this paper and reciprocal theorems for bending of thin plates with large deflections are given.
建立了直角坐标系有限变形非线性弹性力学的倒易定理并给出了大挠度弯曲薄板的倒易定理。
5) big deflection elastic plate
大挠度弹性板
6) maximum deflection of faceplate
面板最大挠度
补充资料：挠度
细长物体或薄物体在受力或受热后弯曲变形程度的度量。细长物体（如梁或柱）的挠度是指在变形时其轴线上各点在该点处轴线法平面内的位移量。薄板或薄壳的挠度是指中面上各点在该点处中面法线上的位移量。物体上各点挠度随位置和时间变化的规律称为挠度函数或位移函数。通过求挠度函数来计算应变和应力是固体力学的研究方法之一。
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参考词条