Growth of Gas Bubbles in Deformable Solids with Time-Dependent Heat and Mass Sources
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概要
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The equations governing the growth of a spherical inert-gas bubble in a deformable solid resulting from the generation of gas atoms from time-dependent gas sources in the solid matrix are formulated for the general case which includes the effects of surface tension, heat diffusion and time-varying heat sources in the matrix. The dimensionless parameters controlling bubble dynamics are identified. Asymptotic solutions valid for large times are obtained to predict the radius-time relation, the creep rate, and the rates of heat and gas diffusion. Bubble growth in the absence of temperature gradient is also examined.
- 社団法人応用物理学会の論文
- 1972-01-05
著者
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Yang Wen-jei
Department Of Mechanical Engineering The University Of Michigan Ann Arbor
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Yang Wen-jei
Department Of Mechanical Engineering And Applied Mechanics University Of Michigan
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