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在本文的第二部份中指出:由于引入了位移函数,反对称角铺设层合板的原始微分方程组能转化成一个微分方程式。应用富氏级数得到了用肋条增强的反对称角铺设层合板的微分方程式的解,给出了数值算例。若将肋条略去,其数值计算与文献中的结果完全一致。在本文的第三部份中,由于引入了另一位移函数,任意正交铺设层板的微分方程组也可化成一个微分方程式,得到了用肋条增强的任意正交铺设层合板的解,解题的步骤与第二部份相同。
In the second part of this paper, it is pointed out that due to the introduction of the displacement function, the original differential equations of antisymmetric corner-laying laminate can be transformed into a differential equation. By using Fourier series, we obtain the solution of the differential equation of laying laminate with the anti - symmetry angle enhanced by the ribs. Numerical examples are given. If the rib is omitted, its numerical calculation is completely consistent with the results in the literature. In the third part of this paper, the differential equations of any orthogonal laying plate can be transformed into a differential equation due to the introduction of another displacement function. The solution of any orthogonal laying laminate reinforced with ribs is obtained. The procedure is the same as the second part.