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• W2083042009 abstract "A method to calculate the fission gas release for the stepwise varying conditions with time-dependent concentration on grain boundary similar to the Forsberg and Massih's formalism but taking into account the grain growth, was proposed. The analytical solutions of the diffusion equation for the case of grain growth-controlled or temperature-controlled time step using the Heaviside function were also derived for the case of perfect sink and time-dependent boundary condition. The using of Heaviside function has the advantage that the analytical expression for short times and long times in the regime where the temperature, the grain size and the fission gas generating rate can be considerate constant during the time step can be used, so that a rigorous formula for fission gas release by both diffusion and sweeping process and taking into account the time dependent concentration on grain boundary can be obtained. The solutions have the same form as the ANS-5.4 model but the analytical approximations on the constant temperature time step for the case of time-dependent boundary condition are the same as the Forsberg and Massih' solution for the constant temperature, and the diffusion coefficient and the gas generating rate are grain growth-controlled on the time step." @default.
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• W2083042009 date "1992-10-01" @default.
• W2083042009 modified "2023-10-16" @default.
• W2083042009 title "A method for calculating fission gas release taking into account grain growth and boundary resolution" @default.
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• W2083042009 doi "https://doi.org/10.1016/0022-3115(92)90370-z" @default.
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