The nonlinear ciiaraterististics of u-shaped bellows — Calculations by the method of perturbation

Author:

Wei-zang Chien,Ming-de Wu

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Mechanical Engineering,Mechanics of Materials

Reference9 articles.

1. Chien Wei-zang and Zheng Si-liang, The general solution of axisymmetrical circular ring shells, Applied Mathematics and Mechanics, vol. 1, No. 3, (1980).

2. Chien Wei-zang and Zheng Si-liang, Calculations for semicircular arc type corrugated tube-an application of the general solution of ring shells, Applied Mathematics and Mechanics, vol. 2, No. 1, (1981).

3. Chien Wei-Zang, Lin Xong-sung, Hu Hai-chang and Ye Kai-yuan, Large deflection problems of thin elastic circular plates, Academy of Sciences of China, (1954). (in Chinese)

4. Chen Shan-lin, Axisymmetrical stresses and displacements of the S-shaped corrugated tube, Postgraduate diploma thesis, Qinghua University, (1980). (in Chinese)

5. Hamada, M. and S. Takezono, Strength of U-shaped bellows, Bull. JSME, Vol. 18, No. 32, (1965).

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1. The optimization of bellows convolutions in bellows pump for better stress distribution;Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science;2022-02-26

2. THE EFFECT OF GEOMETRY ON FATIGUE LIFE FOR BELLOWS;International Journal of Modern Physics: Conference Series;2012-01

3. General solution of the overall bending of flexible circular ring shells with moderately slender ratio and applications to the bellows (IV)—Calculation for U-shaped bellows;Applied Mathematics and Mechanics;2002-10

4. General solution for u-shaped bellows overall-bending problems;Applied Mathematics and Mechanics;2000-04

5. Non-linear analysis of U-shaped bellows using integral equation method;Communications in Numerical Methods in Engineering;1996-09

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