蠕动
材料科学
钛合金
本构方程
压力(语言学)
结构材料
机械
变形(气象学)
结构工程
复合材料
合金
有限元法
物理
工程类
语言学
哲学
作者
Л. А. Игумнов,И. А. Волков,Д. А. Казаков,Д. Н. Шишулин,I. A. Modin,А. А. Белов,Victor A. Eremeyev
标识
DOI:10.1080/01495739.2024.2340602
摘要
In the framework of damage mechanics, we discuss a new mathematical model that describes the kinetics of the stress–strain state and damage accumulation during material degradation by the mechanism of long-term strength under complex multiaxial stress state. An experimental and theoretical technique is proposed for determination of material parameters and scalar constitutive functions for damaged media based on specially set experiments on laboratory specimens. The results of experimental studies and numerical simulations of short-term high-temperature creep of VT6 titanium alloy under uniaxial and multiaxial loading are presented. Numerical results are compared with the data obtained through experiments. Particular attention is paid to simulating the process of unsteady creep for complex deformation modes, accompanied by rotation of main areas of stress, strain and creep strain tensors. It is shown that the developed version of the constitutive relations of the damaged media enables us to describe the processes of unsteady creep and long-term strength of structural alloys under multiaxial stress with the accuracy sufficient for engineering calculations.
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