On the Finite Displacement Problem of a Hollow Sphere under Internal and External Pressures

Huang Ze-yan

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Huang Ze-yan. On the Finite Displacement Problem of a Hollow Sphere under Internal and External Pressures[J]. Applied Mathematics and Mechanics, 1985, 6(11): 1013-1018.

Citation:

Huang Ze-yan. On the Finite Displacement Problem of a Hollow Sphere under Internal and External Pressures[J]. Applied Mathematics and Mechanics, 1985, 6(11): 1013-1018.

Citation:

Huang Ze-yan. On the Finite Displacement Problem of a Hollow Sphere under Internal and External Pressures[J]. Applied Mathematics and Mechanics, 1985, 6(11): 1013-1018.

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On the Finite Displacement Problem of a Hollow Sphere under Internal and External Pressures

Huang Ze-yan

Wuhan College of Geology, Wuhan

Received Date: 1983-06-05
Publish Date: 1985-11-15

Abstract

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.

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References(4)

References

[1]	黄择言,圆筒在内外压力作用下的有限位移问题,应用数学和力学,5, 4(1984), 589-602.
[2]	钱伟长、叶开沅,《弹性力学》,科学出版社(1956).
[3]	Saada,A.S.,Elasticity.Theory and Applications.Pergamon,New York(1974).
[4]	Sokolnikoff I.S.,Mathematical Theory of Elasticity,2nd ed.,McGraw-Hill,New York(1956).