DERIVATION OF SOME SPECIAL STRESS FUNCTION FROM BELTRAMI-SCHAEFER STRESS FUNCTION

Applied Mathematics and Mechanics (English Edition) ›› 1989, Vol. 10 ›› Issue (7): 665-673.

DERIVATION OF SOME SPECIAL STRESS FUNCTION FROM BELTRAMI-SCHAEFER STRESS FUNCTION

王敏中, 王鲁男

Department of Alcclianiex, Peking University, Beijing

收稿日期:1988-04-18 出版日期:1989-07-18 发布日期:1989-07-18

DERIVATION OF SOME SPECIAL STRESS FUNCTION FROM BELTRAMI-SCHAEFER STRESS FUNCTION

Wang Min-zhong, Wang Lu-nan

Department of Alcclianiex, Peking University, Beijing

Received:1988-04-18 Online:1989-07-18 Published:1989-07-18

摘要/Abstract

摘要： Using liellrami-Schaefer stress funtion in the theory of elasticity in this paper, we derive the stress functions of torsion, plane problem, axisymmetric deformation in solid of revolution and torsion on solid of revolution.

关键词: auxiliary equation method, travelling wave solution, KdV equation, homogeneous balance method

Abstract: Using liellrami-Schaefer stress funtion in the theory of elasticity in this paper, we derive the stress functions of torsion, plane problem, axisymmetric deformation in solid of revolution and torsion on solid of revolution.

Key words: auxiliary equation method, travelling wave solution, KdV equation, homogeneous balance method

王敏中;王鲁男. DERIVATION OF SOME SPECIAL STRESS FUNCTION FROM BELTRAMI-SCHAEFER STRESS FUNCTION[J]. Applied Mathematics and Mechanics (English Edition), 1989, 10(7): 665-673.

Wang Min-zhong;Wang Lu-nan. DERIVATION OF SOME SPECIAL STRESS FUNCTION FROM BELTRAMI-SCHAEFER STRESS FUNCTION[J]. Applied Mathematics and Mechanics (English Edition), 1989, 10(7): 665-673.

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DERIVATION OF SOME SPECIAL STRESS FUNCTION FROM BELTRAMI-SCHAEFER STRESS FUNCTION

DERIVATION OF SOME SPECIAL STRESS FUNCTION FROM BELTRAMI-SCHAEFER STRESS FUNCTION

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