用压痕法测定材料的塑性

IF 1.5 Q4 MATERIALS SCIENCE, MULTIDISCIPLINARY
Y. Milman, S. Chugunova, I. Goncharova, А. А. Golubenko
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引用次数: 31

摘要

本文综述了用压痕法测定材料塑性的技术进展。利用压痕来测定材料塑性的方法是基于强度和塑性物理学的基本思想而发展起来的。引入新的塑性特征δ = εp/εt后,这些方法的显著发展成为可能,其中ε z为塑性变形,εt为总变形。这种塑性特性符合塑性的现代物理定义,与广泛使用的断裂伸长率δ相反。金刚石锥体压头在恒定载荷P(指定为δН)和仪器纳米压痕(指定为δА, δH≈δA)下的硬度标准测定可以很容易地确定新的塑性特性。这种新塑性特性的一个显著优点是,它不仅能测定金属的塑性,还能测定在标准机械测试中易碎的材料(陶瓷、薄层、涂层等)的塑性。在理论强度观念的发展过程中,引入了无位错和位错变形机制下的理论塑性概念。许多研究已经建立了δН与材料的电子结构及其物理性质的相关性。如图所示,计算参数С (C = HM/σS,其中HM为迈耶硬度,σS为屈服应力)可由δН的值计算得到。因此,目前,压痕不仅可以确定材料的硬度,还可以确定材料的塑性和屈服应力。因此,压痕法成为一种简单的方法,用于测定材料在宽温度范围内的复杂机械性能,使用的是金相试样形式的样品。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Plasticity of Materials Determined by the Indentation Method
In this review, the development of techniques for determining the plasticity of mate rials by the indentation is considered. the development of methods for deter­ mining the plasticity of materials by the indentation is based on the use of funda­ mental ideas of the physics of strength and plasticity. Significant development of these me thods became possible after the introduction of a new plasticity characteristic δ = εp/εt, where εр is the plastic deformation, and εt is the total deformation. this plasticity characteristic corresponds to the modern physical definitions of plasticity, in contrast to the widely used elongation to failure δ. the new plasticity characteristic is easily determined by standard determination of hardness by the diamond pyramidal indenters at constant load P (designated as δН) and by instrumental nanoindentation (designated as δА, and δH ≈ δA). A significant advantage of the new plasticity charac­ teristic is the ability to determine it not only for metals, but for materials, which are brittle at the standard mechanical tests (ceramics, thin layers, coa tings, etc.), as well. In the development of ideas about theoretical strength, concepts of theoretical plasticity under the dislocation­free and dislocation deformation mechanisms are introduced. A number of studies have established a correlation of δН with the elec­ tronic structure of the material and its physical properties. As shown, the tabor parameter С (C = HM/σS, where HM is the Meyer hardness, and σS is the yield stress) is easily calculated by the δН value. therefore, indentation allows currently determining simply not only the hardness, but also the plasticity and yielding stress of materials. thus, indentation became a simple method for determination of the complex of mechanical properties of materials in a wide temperature range using a sample in the form of a metallographic specimen.
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来源期刊
CiteScore
3.10
自引率
18.80%
发文量
21
审稿时长
13 weeks
期刊介绍: The review journal Uspehi Fiziki Metallov (abbreviated key-title: Usp. Fiz. Met.) was founded in 2000. In 2018, the journal officially obtained parallel title Progress in Physics of Metals (abbreviated title — Prog. Phys. Met.). The journal publishes articles (that has not been published nowhere earlier and are not being considered for publication elsewhere) comprising reviews of experimental and theoretical results in physics and technology of metals, alloys, compounds, and materials that possess metallic properties; reviews on monographs, information about conferences, seminars; data on the history of metal physics; advertising of new technologies, materials and devices. Scope of the Journal: Electronic Structure, Electrical, Magnetic and Optical Properties; Interactions of Radiation and Particles with Solids and Liquids; Structure and Properties of Amorphous Solids and Liquids; Defects and Dynamics of Crystal Structure; Mechanical, Thermal and Kinetic Properties; Phase Equilibria and Transformations; Interphase Boundaries, Metal Surfaces and Films; Structure and Properties of Nanoscale and Mesoscopic Materials; Treatment of Metallic Materials and Its Effects on Microstructure and Properties.
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