ON THE FINITE DISPLACEMENT PROBLEM OF A HOLLOW SPHERE UNDER INTERNAL AND EXTERNAL PRESSURES

Applied Mathematics and Mechanics (English Edition) ›› 1985, Vol. 6 ›› Issue (11): 1097-1102.

ON THE FINITE DISPLACEMENT PROBLEM OF A HOLLOW SPHERE UNDER INTERNAL AND EXTERNAL PRESSURES

黄择言

Wuhan College of Geology, Wuhan

收稿日期:1983-06-05 出版日期:1985-11-18 发布日期:1985-11-18

ON THE FINITE DISPLACEMENT PROBLEM OF A HOLLOW SPHERE UNDER INTERNAL AND EXTERNAL PRESSURES

Huang Ze-yan

Wuhan College of Geology, Wuhan

Received:1983-06-05 Online:1985-11-18 Published:1985-11-18

摘要/Abstract

摘要： Taking advantage of successive approximations, the present boundary-value problem is solved. We find the first-order and second-order solutions, and therefore we obtain the formulae in the second approximation for the displacement, strain, and stress fields.

关键词: vertical linear complementarity problems, smoothing Newton method, global linear convergence, quadratic convergence

Abstract: Taking advantage of successive approximations, the present boundary-value problem is solved. We find the first-order and second-order solutions, and therefore we obtain the formulae in the second approximation for the displacement, strain, and stress fields.

Key words: vertical linear complementarity problems, smoothing Newton method, global linear convergence, quadratic convergence

黄择言. ON THE FINITE DISPLACEMENT PROBLEM OF A HOLLOW SPHERE UNDER INTERNAL AND EXTERNAL PRESSURES[J]. Applied Mathematics and Mechanics (English Edition), 1985, 6(11): 1097-1102.

Huang Ze-yan . ON THE FINITE DISPLACEMENT PROBLEM OF A HOLLOW SPHERE UNDER INTERNAL AND EXTERNAL PRESSURES[J]. Applied Mathematics and Mechanics (English Edition), 1985, 6(11): 1097-1102.

ON THE FINITE DISPLACEMENT PROBLEM OF A HOLLOW SPHERE UNDER INTERNAL AND EXTERNAL PRESSURES

ON THE FINITE DISPLACEMENT PROBLEM OF A HOLLOW SPHERE UNDER INTERNAL AND EXTERNAL PRESSURES

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