严重事故条件下结构试验分析模拟材料试验技术及其本构方程的提出

Ryuta Hashidate, S. Kato, T. Onizawa, T. Wakai, N. Kasahara
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引用次数: 0

摘要

核结构的完整性必须在严重事故条件下得到确认。然而,使用实际钢材进行结构测试是非常困难和昂贵的。因此,作者利用铅合金进行了结构试验,以评估在严重事故条件下的结构完整性。由于铅合金的强度大大低于实际钢的强度,因此可以在低压、低温条件下进行结构试验。为了定量地将铅合金的结构响应与实际钢的结构响应联系起来,必须进行有限元分析(FEAs)。由于进行非弹性有限元分析需要非弹性本构方程,即非弹性应力-应变关系方程、蠕变断裂方程和蠕变应变方程,作者在之前的PVP会议上介绍了铅合金的材料试验,并在此基础上提出了基于材料试验结果的非弹性本构方程。然而,由于铅合金材料试验中观察到的变化较大,所提出的非弹性本构方程不能很好地表达铅合金的材料特性。此外,作者还观察到铅合金的材料特性可以通过时效得到稳定。本文根据一系列时效合金材料试验新获得的试验结果,提出了改进的铅合金非弹性本构方程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Proposal of Simulation Materials Test Technique and Their Constitutive Equations for Structural Tests and Analyses Simulating Severe Accident Conditions
Nuclear structure’s integrity must be confirmed under severe accident conditions. However, performing structure tests using actual steels is very difficult and expensive. Therefore, the authors conducted structure tests using the lead alloy to evaluate the structure integrity under severe accident conditions. Because the strength of the lead alloy is considerably less than that of actual steels, structure tests can be conducted under low-pressure, low-temperature conditions. To quantitatively correlate the structural response of the lead alloy to that of actual steels, finite-element analyses (FEAs) must be performed. Because the inelastic constitutive equations, namely, inelastic stress–strain relationship equation, creep rupture equation, and creep strain equation, are required to perform the inelastic FEA, the authors introduced material tests using the lead alloy and, subsequently, proposed the inelastic constitutive equations based on the material test results in a previously conducted PVP conference. However, the proposed inelastic constitutive equations could not successfully express the material characteristic of the lead alloy because of large variations observed in the material tests of the lead alloy. Furthermore, the authors observed that the material characteristic of the lead alloy could be stabilized by aging. In this study, we propose the improved inelastic constitutive equations of the lead alloy on the basis of test results newly obtained from a series of material test performed using aged alloy.
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