1) differential equations of large deflection bending
大挠度弯曲微分方程组
1.
Based on the differential equations of large deflection bending of thin plates,with the boundary condition that the local measuring membrane can slip in the plane without any out-of-plane deflection,the deflection and pressure corresponding proportion of different membrane are derived.
以薄板的大挠度弯曲微分方程组为基础,以平面内可自由滑动、平面外无位移的局部测量范围内膜材为边界条件,推导出不同材性膜材的位移与张力对应比例关系。
2) large deflection equations
大挠度微分方程组
1.
Based on the product rule of the fourier series and some relevant results in references[1,2],a method on solving the large deflection equations of plates and shells by means of the fourier series is proposed in the present paper.
文中导出了简支边界条件下正交异性矩底双曲扁壳大挠度微分方程组的解析解。
3) deflection curve differential equation
挠度曲线微分方程
4) differential equation of deflection Curve
挠曲线微分方程
5) bending differential equations
挠曲轴微分方程
6) deflection differential equation
挠曲微分方程
补充资料：大挠
1.亦作"大桡"。 2.传说为黄帝史官﹐始作甲子。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条