THE AXIAL SYMMETRICAL PROBLEMS OF a/r2>l TOROIDAL SHELLS WITH CONSTANT THICKNESS

Applied Mathematics and Mechanics (English Edition) ›› 1988, Vol. 9 ›› Issue (6): 597-602.

THE AXIAL SYMMETRICAL PROBLEMS OF a/r₂>l TOROIDAL SHELLS WITH CONSTANT THICKNESS

陈国栋

Tianjin General Paint Factory, Tianjin

收稿日期:1983-04-18 出版日期:1988-06-18 发布日期:1988-06-18

THE AXIAL SYMMETRICAL PROBLEMS OF a/r₂>l TOROIDAL SHELLS WITH CONSTANT THICKNESS

Chen Guo-dong

Tianjin General Paint Factory, Tianjin

Received:1983-04-18 Online:1988-06-18 Published:1988-06-18

摘要/Abstract

摘要： In this paper, the uniformly valid asymptotic solutions for the complex equation of the axial symmetrical problems of a/r₂>0 toroidal shells with constant thickness in bending theory are given.

关键词: rigid line inclusion, circular arc interface, antiplane problem, complex variable method

Abstract: In this paper, the uniformly valid asymptotic solutions for the complex equation of the axial symmetrical problems of a/r₂>0 toroidal shells with constant thickness in bending theory are given.

Key words: rigid line inclusion, circular arc interface, antiplane problem, complex variable method

陈国栋. THE AXIAL SYMMETRICAL PROBLEMS OF a/r₂>l TOROIDAL SHELLS WITH CONSTANT THICKNESS[J]. Applied Mathematics and Mechanics (English Edition), 1988, 9(6): 597-602.

Chen Guo-dong . THE AXIAL SYMMETRICAL PROBLEMS OF a/r₂>l TOROIDAL SHELLS WITH CONSTANT THICKNESS[J]. Applied Mathematics and Mechanics (English Edition), 1988, 9(6): 597-602.

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THE AXIAL SYMMETRICAL PROBLEMS OF a/r₂>l TOROIDAL SHELLS WITH CONSTANT THICKNESS

THE AXIAL SYMMETRICAL PROBLEMS OF a/r₂>l TOROIDAL SHELLS WITH CONSTANT THICKNESS

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