Abstract
In this paper, the classical pressure vessel problem for void damage materials is studied from the theory of microstructure in linear elasticity. The solutions are quasistatic. The stress distribution is predicted by isotropic linear elasticity. The displacement and damage fields exhibit a volumetric viscoelasticity induced by considering material damage.
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S. C. Cowin and J. W. Nunziato, Linear elastic materials with voids, J. Elasticity, 13 (1983), 125–147.
S. C. Cowin and P. Puri, The classical pressure vessel problems for linear elastic materials with voids, J. Elasticity, 13 (1983), 157–163.
Sheng Dongfa, Fu Mingfu and Li Xianglin, The pure bending of beam with void damage, Journal of Nanchang University, 16, 2 (1996), 1–9. (in Chinese)
R. D. Mindlin, Microstructure in linear elasticity, Arch. Rational Mech. Anal., 16 (1964), 51–78.
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Communicated by He Fubao
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Mingfu, F., Dongfa, S. & Xianglin, L. The classical pressure vessel problem for void damage materials. Appl Math Mech 18, 963–968 (1997). https://doi.org/10.1007/BF00189287
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DOI: https://doi.org/10.1007/BF00189287