NUMERICAL STUDY OF THE PROCESS OF HIGH-TEMPERATURE CREEP AND LONG-TERM STRENGTH OF STRUCTURAL ALLOYS UNDER UNIAXIAL TENSION

I. V. Smetanin
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Abstract

The main regularities of deformation processes are consideredand degradation of the initial strength properties of structural materials (metals and their alloys) by the mechanism of long-term strength. To describe the processes of high-temperature creep and long-term strength of polycrystalline structural alloys, an approach based on the concept of “hidden” or “internal” parameters is used, which can give a qualitative and quantitative description of experimental data. This approach has two important advantages: it allows you to cover a wide range of behavior of structural materials and at the same time it is very convenient for analyzing the stress-strain state. The mathematical model of the mechanics of a damaged medium used in this work, describing the processes of inelastic deformation and damage accumulation during creep, consists of three interrelated components: evolutionary relations that determine the inelastic behavior of the material, considering the dependence on the destruction process; kinetic equations describing the process of damage accumulation; criteria for the strength of the damaged material. The variant of the determining relations of viscoplastic deformationof polycrystalline structural alloys is based on the idea of the existence of a family of equipotential creep surfaces in the stress space and the principle of gradiency of the creep strain rate vector to the corresponding surface at the loading point.This version of the equations of state reflects the main regularitiesthe process of viscoplastic deformation of the material under proportional and disproportionate modes of combined thermomechanical loading. The variant of the kinetic equations of damage accumulation is based on theintroduction of a scalar damage parameter, is based on energy principles, and considers the main effects of the formation, growth and fusion of microdefects for arbitrary complex modes of thermomechanical loading. As a criterion of the strength of the damaged material, the condition for reaching the critical value of the damage value is used. The results of experimental studies of short-term high-temperature creep of several structural alloys (copper, stainless steel X18H10T) at constant temperature values and various levels of forces set in the samples are presented. To assess the degree of reliability and determine the limits of applicabilitymodels of the mechanics of the damaged medium numerical studies of the process of high-temperature creep and long-term strength of these structural alloys are carried out and the numerical results obtained are compared with the data of field experiments. The results of comparing the calculated and experimental data allow us to conclude that the proposed determining relationships are reliable when the initial strength properties of structural materials are degraded by the mechanism of long-termstrength. It is shown that the model used qualitatively and with the accuracy necessary for practical calculations quantitatively describes the main effects of the process of viscoplastic deformation and damage accumulation in polycrystalline structural alloys under high-temperature thermomechanical loading.
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组织合金在单轴拉伸下高温蠕变过程及长期强度的数值研究
变形过程的主要规律和结构材料(金属及其合金)的初始强度性能的退化是通过长期强度机制来考虑的。为了描述多晶结构合金的高温蠕变过程和长期强度,采用了基于“隐藏”或“内部”参数概念的方法,可以对实验数据进行定性和定量描述。这种方法有两个重要的优点:它允许你覆盖广泛的结构材料的行为,同时它是非常方便的分析应力-应变状态。在这项工作中使用的损伤介质力学的数学模型,描述了蠕变过程中的非弹性变形和损伤积累过程,由三个相互关联的组成部分组成:考虑到对破坏过程的依赖,决定材料的非弹性行为的演化关系;描述损伤积累过程的动力学方程;损坏材料的强度标准。多晶结构合金粘塑性变形决定关系的变体是基于应力空间中存在一类等势蠕变表面的思想和蠕变应变速率矢量在加载点向相应表面的梯度原理。这种状态方程反映了材料在比例和非比例热-机械复合加载模式下的粘塑性变形过程的主要规律。损伤累积动力学方程的变体基于标量损伤参数的引入,基于能量原理,并考虑了任意复杂热载荷模式下微缺陷的形成、生长和融合的主要影响。采用达到损伤值临界值的条件作为损伤材料强度的判据。本文介绍了几种结构合金(铜、不锈钢X18H10T)在等温值和不同强度下的短期高温蠕变实验研究结果。为了评估损伤介质力学模型的可靠性和确定其适用范围,对这些结构合金的高温蠕变过程和长期强度进行了数值研究,并将数值结果与现场试验数据进行了比较。计算结果与实验结果的对比表明,当结构材料的初始强度性能由于长期强度机制而退化时,所提出的确定关系是可靠的。结果表明,该模型定性地描述了多晶结构合金在高温热机械载荷下的粘塑性变形和损伤积累过程的主要影响,并具有实际计算所需的精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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