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On the problems of prediction of long-term fracture under creep

机译:关于蠕变下长期断裂的预测问题

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摘要

Some basic problems of long-term fracture modelling and time to fracture orediction under creep conditions are considered. Lifetime relations have obtained from the jpint solution of the equations system involving constitutive equations of the creep theory to set the irreversible deformation kinetics and the aging equations to set the embrittlement kinetics. The models of viscous, brittle and mixed fracture have been constructed and analyzed. The models are constructed on the basis of the technical creep theories and on the basis of the isochronous creep theory together with the exponential embrittlement law of a material.
机译:考虑了长期裂缝建模和蠕变条件下裂缝预测时间的一些基本问题。从方程组的jpint解获得了寿命关系,该方程组包含蠕变理论的本构方程来设置不可逆的变形动力学,而老化方程则设置了脆化动力学。建立并分析了粘性,脆性和混合断裂的模型。这些模型是根据技术蠕变理论,等时蠕变理论以及材料的指数脆化定律构建的。

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