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On Some Bending Problems of Prismatic Shell with the Thickness Vanishing at Infinity
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作者 natalia chinchaladze Margarita Tutberidze 《Journal of Mathematics and System Science》 2017年第3期88-93,共6页
The present work is devoted to the bending problems of prismatic shell with the thickness vanishing at infinity as an exponential function. The bending equation in the zero approximation of Vekua's hierarchical model... The present work is devoted to the bending problems of prismatic shell with the thickness vanishing at infinity as an exponential function. The bending equation in the zero approximation of Vekua's hierarchical models is considered. The problem is reduced to the Dirichlet boundary value problem for elliptic type partial differential equations on half-plane. The solution of the problem under consideration is constructed in the integral form. 展开更多
关键词 Cusped prismatic shell Vekua's hierachical models Elliptic type partial differential equations
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