通过一个广义的傅里叶级数方法求解的控制方程，并随后得到相应的载荷挠度曲线。
The governing equations are solved by means of a generalized Fourier series method, and subsequently the corresponding load deflection curves are obtained.
对各向同性、均布载荷及简支点等间距分布的简化情况计算了圆板的最大挠度。
The maximum deflection is calculated in case of isotropic, uniformly loaded circular plate and equidistant bearing points.
测试涂挂不同涂料的模样在变载荷下的挠度值。
The deformations (deflection value) of the patterns with different coatings were measured under different loads.
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