Converting the Instrumented Indentation Diagrams of a Ball Indenter into the Stress–Strain Curves for Metallic Structural Materials

IF 0.9 4区 材料科学 Q4 MATERIALS SCIENCE, MULTIDISCIPLINARY
V. M. Matyunin, A. Yu. Marchenkov, P. V. Volkov, M. A. Karimbekov, D. A. Zhgut, M. P. Petrova, N. O. Veremeeva
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Abstract

The available approaches to converting indentation diagrams into stress–strain curves are reviewed. It is noted that most studies on converting the instrumented indentation diagrams of a ball indenter into the stress–strain curves have been carried out within the uniform deformation limits using various computational and experimental approaches, including the finite element method and neural networks. In the authors’ opinion, however, it is reasonable to perform the conversion of one diagram to another using the established relationship between indentation and tension deformations. This makes it possible not only to perform the conversion with a higher accuracy but also to evaluate the mechanical properties under tension from the indentation characteristics. The formulas most frequently used to determine plastic deformation contain a relative indentation diameter as the main parameter. Meanwhile, at the same relative indentation diameter and a constant ratio between the average contact pressure (Meyer hardness) and the true tensile stress, the indentation and tensile strain values can be significantly different owing to different strain hardening abilities of materials. The authors have established a relationship between the true elastoplastic deformation in the tensile tests and the relative depth of an unrecovered indentation obtained with a ball indenter with allowance for the strain hardening parameter determined from the instrumented indentation diagram. On the basis of the established relationship, a technique for converting the instrumented indentation diagram into a stress–strain curve in the uniform deformation region with the determination of the yield strength, tensile strength, and ultimate uniform tension has been developed. The technique has been verified by testing steels and aluminum, magnesium, and titanium alloys with strongly different Young’s moduli, strength characteristics, plasticity, and strain hardening.

Abstract Image

Abstract Image

将球形压头的仪器压痕图转换为金属结构材料的应力-应变曲线
摘要 综述了将压痕图转换为应力应变曲线的现有方法。研究指出,将球压头的仪器压痕图转换为应力应变曲线的大多数研究都是在均匀变形极限范围内使用各种计算和实验方法进行的,包括有限元法和神经网络。但作者认为,利用压痕和拉伸变形之间的既定关系将一种图表转换为另一种图表是合理的。这样不仅能以更高的精度进行转换,还能根据压痕特征评估拉伸下的机械性能。最常用于确定塑性变形的公式包含一个作为主要参数的相对压痕直径。同时,在相同的相对压痕直径和平均接触压力(梅耶尔硬度)与真实拉伸应力的恒定比值下,由于材料的应变硬化能力不同,压痕值和拉伸应变值可能会有很大差异。作者建立了拉伸试验中的真实弹塑性变形与球形压头获得的未恢复压痕相对深度之间的关系,并考虑了从仪器压痕图中确定的应变硬化参数。根据已建立的关系,开发了一种技术,可将仪器压痕图转换为均匀变形区域的应力-应变曲线,并确定屈服强度、抗拉强度和极限均匀拉力。该技术已通过测试具有强烈不同杨氏模量、强度特性、塑性和应变硬化的钢、铝、镁和钛合金得到验证。
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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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