Computational and Experimental Analysis of Resistance to Low-Cycle Deformation of Heat-Resistant Alloy

IF 0.9 4区 材料科学 Q4 MATERIALS SCIENCE, MULTIDISCIPLINARY
M. M. Gadenin
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引用次数: 0

Abstract

It is noted that, in the general case, diagrams of cyclic elastoplastic deformation of a material characterize its resistance to low-cycle loading and display the relationship between current stress values and deformation during deformation. Such diagrams in the mechanics of deformation and fracture are described by complex equations of state that depend nonlinearly on the conditions and loading modes, including temperatures, strain rates, cycle shapes, types of stress state, absolute dimensions of sections, types of working media, types of structural material, etc. The mentioned factors in their entire complex influence the shape of curves (diagrams) of material deformation and the main parameters of the equations of state describing them, for example, such basic characteristics of mechanical properties as the modulus of elasticity, yield stress and ultimate strength, and indicators of static and cyclic hardening. As exemplified by experimentally obtained data on the kinetics of cyclic and one-sided accumulated plastic deformations in each of the half-cycles (cycles) of loading during static and low-cycle tests of specimens from a heat-resistant nickel alloy, it is shown that, under conditions of cyclic elastoplastic deformation, these deformation characteristics have an essentially nonlinear pattern of change, which is described on the basis of power equations and the parameters of cyclic deformation diagrams included in them. Here, the parameters of these equations depend on the type of cyclically hardening, softening, or stable material during its deformation in the elastoplastic region. It is noted that the resistance to cyclic elastoplastic deformations of a material can be described by a set of analytical expressions with a kinetic function included in them, which varies over the number of loading half cycles, in the form of power or exponential expressions depending on the cyclic properties of the material and data on the characteristics of the mechanical properties of specific structural materials. The obtained computational and experimental data on the kinetics of deformations of the alloy under study during its cyclic elastoplastic loading and on the parameters of the deformation diagrams, which are the basic characteristics for the corresponding equations of state, make it possible to fully apply the deformation-kinetic criterion for the accumulation of damage under the considered loading conditions for calculating the durability of structural elements made from it, which are operated, as a rule, under complex temperature and power conditions. The results of the performed experiments and calculations are presented in the form of diagrams of the cycle-by-cycle kinetics of cyclic and accumulated plastic deformations of the studied material under soft and hard loading conditions and in a wide range of test temperatures.

Abstract Image

Abstract Image

耐热合金抗低循环变形的计算和实验分析
摘要 在一般情况下,材料的循环弹塑性变形图描述了材料对低循环加载的抵抗力,并显示了当前应力值与变形过程中的变形之间的关系。变形和断裂力学中的这种图表由复杂的状态方程来描述,这些方程非线性地依赖于各种条件和加载模式,包括温度、应变率、循环形状、应力状态类型、截面绝对尺寸、工作介质类型、结构材料类型等。上述因素的整体复杂性影响着材料变形曲线(图)的形状和描述这些变形的状态方程的主要参数,例如弹性模量、屈服应力和极限强度等机械性能的基本特征,以及静态和循环硬化指标。通过对耐热镍合金试样进行静态和低周期试验时,在加载的每个半周期(循环)中循环和单侧累积塑性变形动力学的实验数据,可以看出,在循环弹塑性变形条件下,这些变形特征具有基本的非线性变化规律,而这种变化规律是根据幂等式和其中包含的循环变形图参数来描述的。在此,这些方程的参数取决于材料在弹塑性区域变形过程中循环硬化、软化或稳定的类型。我们注意到,材料的循环弹塑性变形阻力可以用一组分析表达式来描述,其中包含一个动力学函数,该函数随加载半周期的次数而变化,其形式为幂或指数表达式,取决于材料的循环特性和特定结构材料的机械特性数据。所获得的关于所研究合金在循环弹塑性加载过程中变形动力学的计算和实验数据,以及关于变形图参数的计算和实验数据(这些参数是相应状态方程的基本特征),使得在所考虑的加载条件下全面应用变形动力学损伤累积准则成为可能,以计算通常在复杂温度和功率条件下运行的由合金制成的结构件的耐久性。实验和计算结果以图表的形式展示了所研究材料在软负载和硬负载条件下以及在各种试验温度范围内的循环和累积塑性变形的逐周期动力学。
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来源期刊
Inorganic Materials
Inorganic Materials 工程技术-材料科学:综合
CiteScore
1.40
自引率
25.00%
发文量
80
审稿时长
3-6 weeks
期刊介绍: Inorganic Materials is a journal that publishes reviews and original articles devoted to chemistry, physics, and applications of various inorganic materials including high-purity substances and materials. The journal discusses phase equilibria, including P–T–X diagrams, and the fundamentals of inorganic materials science, which determines preparatory conditions for compounds of various compositions with specified deviations from stoichiometry. Inorganic Materials is a multidisciplinary journal covering all classes of inorganic materials. The journal welcomes manuscripts from all countries in the English or Russian language.
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