散斑干涉法测量镍基高温合金单晶弹性特性

IF 0.9 4区 工程技术 Q4 MECHANICS
A. I. Epishin, I. N. Odintsev, D. S. Lisovenko, N. V. Petrushin, I. L. Svetlov
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Numerical processing of these interference patterns allowed us to determine the values of Young’s modulus in directions [001] and [011], <span>\\({{E}_{{001}}}\\)</span> = 138 GPa and <span>\\({{E}_{{011}}}\\)</span> = 241 GPa, the basic value of Poisson’s ratio, <span>\\({{\\nu }_{0}}\\)</span> = 0.39, in the coordinate system 〈001〉, as well as its minimum and maximum values, <span>\\({{\\nu }_{{{\\text{min}}}}}\\)</span> = −0.10 and <span>\\({{\\nu }_{{{\\text{max}}}}}\\)</span> = 0.69, under longitudinal loading along [101] when the specimen transversely deforms along [10<span>\\(\\bar {1}\\)</span>] and [010], respectively. 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引用次数: 0

摘要

用散斑干涉法研究了镍基高温合金VGM7单晶的弹性性能。在纯剪切条件下加载不同晶体取向的板状试样,并对变形试样的散斑干涉图进行成像。这些干涉图样的数值处理使我们能够确定在[001]和[011]方向上的杨氏模量,\({{E}_{{001}}}\) = 138 GPa和\({{E}_{{011}}}\) = 241 GPa,泊松比的基本值\({{\nu }_{0}}\) = 0.39,在< 001 >坐标系下,以及它的最小值和最大值\({{\nu }_{{{\text{min}}}}}\) =−0.10和\({{\nu }_{{{\text{max}}}}}\) = 0.69,沿[101]纵向加载时,试件沿[10 \(\bar {1}\)]和[010]横向变形。利用实测数据\({{E}_{{001}}}\)、\({{E}_{{011}}}\)、\({{\nu }_{0}}\)、\({{\nu }_{{{\text{min}}}}}\)、\({{\nu }_{{{\text{max}}}}}\)分别计算了\({{C}_{{11}}}\) = 264 GPa、\({{C}_{{12}}}\) = 166 GPa、\({{C}_{{44}}}\) = 133 GPa的单晶弹性刚度和\({{S}_{{11}}}\) = 7.35 TPa-1、\({{S}_{{12}}}\) = -2.84 TPa-1、\({{S}_{{44}}}\) = 7.52 TPa-1的弹性柔度。所应用的方法可以明确地确定泊松比的符号,因此,应推荐用于研究增减材料的弹性性能,泊松比的符号的确定对增减材料的弹性性能具有重要意义。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Measurement of Elastic Characteristics of Single-Crystals of a Nickel-Base Superalloy by Speckle Interferometry

The elastic properties of single crystals of nickel-base superalloy VGM7 have been investigated by speckle interferometry. Plate-shaped specimens of different crystallographic orientations were loaded under pure shear conditions and speckle interference patterns from the deformed specimens were imaged. Numerical processing of these interference patterns allowed us to determine the values of Young’s modulus in directions [001] and [011], \({{E}_{{001}}}\) = 138 GPa and \({{E}_{{011}}}\) = 241 GPa, the basic value of Poisson’s ratio, \({{\nu }_{0}}\) = 0.39, in the coordinate system 〈001〉, as well as its minimum and maximum values, \({{\nu }_{{{\text{min}}}}}\) = −0.10 and \({{\nu }_{{{\text{max}}}}}\) = 0.69, under longitudinal loading along [101] when the specimen transversely deforms along [10\(\bar {1}\)] and [010], respectively. Using the measured values \({{E}_{{001}}}\), \({{E}_{{011}}}\), \({{\nu }_{0}}\), \({{\nu }_{{{\text{min}}}}}\), and \({{\nu }_{{{\text{max}}}}}\) the single-crystal elastic stiffnesses, \({{C}_{{11}}}\) = 264 GPa, \({{C}_{{12}}}\) = 166 GPa, and \({{C}_{{44}}}\) = 133 GPa, and the elastic compliances, \({{S}_{{11}}}\) = 7.35 TPa–1, \({{S}_{{12}}}\) = –2.84 TPa–1, and \({{S}_{{44}}}\) = 7.52 TPa–1, were calculated. The applied method allows one to unambiguously determine the sign of Poisson’s ratio and, therefore, it should be recommended for studying the elastic properties of auxetic materials, for which determination of the sign of Poisson’s ratio is of great importance.

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来源期刊
Mechanics of Solids
Mechanics of Solids 医学-力学
CiteScore
1.20
自引率
42.90%
发文量
112
审稿时长
6-12 weeks
期刊介绍: Mechanics of Solids publishes articles in the general areas of dynamics of particles and rigid bodies and the mechanics of deformable solids. The journal has a goal of being a comprehensive record of up-to-the-minute research results. The journal coverage is vibration of discrete and continuous systems; stability and optimization of mechanical systems; automatic control theory; dynamics of multiple body systems; elasticity, viscoelasticity and plasticity; mechanics of composite materials; theory of structures and structural stability; wave propagation and impact of solids; fracture mechanics; micromechanics of solids; mechanics of granular and geological materials; structure-fluid interaction; mechanical behavior of materials; gyroscopes and navigation systems; and nanomechanics. Most of the articles in the journal are theoretical and analytical. They present a blend of basic mechanics theory with analysis of contemporary technological problems.
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