Review on the Bio-ecology and Development of Savin ( Sabina vulgaris) Plant Resource 砂地柏的生物生态学及其开发利用
This paper presents a general method with asymptotic formulas to solve the dynamic problem of a cavity with a boudary value of displacement by using G. N. Savin's mapping function which has a boundary perturbation form. 本文把边界扰动形式的映射函数应用到孔洞动力位移边值问题中,提出了渐近求解这一问题的一般方法及相应的渐近公式。
In this paper, the exact solution to anisotropic elastic plane with arbitrarily-shap cavity is obtained by directly transforming the parameter as basic variable using the conjugate property of complex function based on Savin's complex functon method. 本文在[1]的复函数法的基础上,利用复数的共轭性质直接以变换平面的ξ作为基本变量给出了带有任意形状孔的各向异性弹性体平面问题的精确解。