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金属镁、钛和钴的非线性弹性研究

Study on nonlinear elastic deformation behavior of magnesium,titanium and cobalt metals
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摘要 利用液压试验机对金属钛、镁和钴进行循环加载-卸载压缩试验,利用引伸计测量应变,获得样品的应力-应变曲线。钛、镁和钴因为六方密堆积晶体结构,具有塑性各向异性,导致一定的非线性弹性。这些非线性弹性在循环加载应力-应变曲线中表现为滞后环。研究表明,适当的预变形可以增大这些材料的非线性弹性。粗晶样品一般比细晶样品具有较大的非线性弹性。一种源于三元碳化物Ti3SiC2的初始弯折带(Incipient kink bands)理论可以解释这些材料的非线性弹性以及与非线性弹性相联系的微屈服、阻尼减震。一种经典滞后模型Preisach-Mayergoyz模型,可以用来计算这些材料的非线性变形量。 Samples of magnesium,titanium,and cobalt metals were cyclically compressed on a hydraulic uniaxial test machine.The strains during test were measured by an extensometer to obtain stress-strain curves of these samples.Due to the hexagonal close-packed crystal structures,these metals are plastic anisotropic and exhibit some nonlinear elastic deformation.The nonlinear deformation is exhibited as obvious hysteretic loops on the stress-stain curves of the samples.It can be concluded from this study that the nonlinear strains of these annealed metal samples are increased by suitable prestrain.Coarse-grained samples had larger nonlinear strain than fine-grained samples.An incipient kink bands model originating from the study of a ternary carbide,Ti3 SiC2 ,can be used to explain the nonlinear elasticity and related micro-yielding,and damping of these metals.A classic hysteretic model,Preisach-Mayergoyz model,can be applied to simulate and predict the stress-stain curves of these metals.
出处 《材料热处理学报》 EI CAS CSCD 北大核心 2010年第8期50-53,60,共5页 Transactions of Materials and Heat Treatment
基金 国家自然科学基金理论物理专款(10947105) 河南省教育厅自然科学研究计划(2010B430016)
关键词 非线性弹性 弯折带 P-M模型 titanium magnesium nonlinear elastic deformation kink band P-M model
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参考文献24

  • 1Yoo M H, Wei C T. Slip modes of hexagonal-close-packed metals[ J]. Journal of Applied Physics, 1967, 38 (11 ) : 4317 -4322.
  • 2Rosi F D, Dube C A. Mechanism of plastic flow in titanium-determination of slip and twinning elements[ J]. Trans AIME, 1953,197: 257 -265.
  • 3Addessio L B, Cerreta E K, Gray G T. Mechanical behavior of zirconium and hafnium in tension and compression[ J]. Metallurgical and Materials Transactions A, 2005, 36 ( 11 ) : 2893 - 903.
  • 4王学泽,马立斌,钟景明,尹志民.铍材微屈服强度测试方法[J].理化检验(物理分册),1998,34(10):20-21. 被引量:4
  • 5钟景明,高勇,王东新,王学泽,王零森.金属铍的微屈服行为及机理[J].中国有色金属学报,2004,14(10):1637-1641. 被引量:14
  • 6Mann G E, Sumitomo T, Caceres C H, et al. Reversible plastic strain during cyclic loading-unloading of Mg and Mg-Zn alloys[ J]. Materials Science and Engineering A, 2007, 456 (1 -2) : 138 -146.
  • 7Koike J. Dislocation plasticity and complementary deformation mechanisms in polycrystalline Mg alloys[ J]. Materials Science Forum, 2004,449 - 452:665 -668.
  • 8Gharghouri M A, Weatherly G C, Embury J D, et al. Study of the mechanical properties of Mg-7.7at% AI by in-situ neutron diffraction [ J]. Philosophical Magazine A, 1999, 79 (7) : 1671 -1695.
  • 9Zhang J, Perez R J, Lavernia E J. Documentation of damping capacity of metallic, ceramic and metal-matrix composite materials [ J]. Journal of Materials Science, 1993, 28 : 2395 - 2404.
  • 10Reed-Hill R E, Dahlberg E P, Slippy W A. Some anelastic effects in zirconium at room temperature resulting from prestrain at 77°K [ J]. Trans AIME, 1965, 233:1766 - 1771.

二级参考文献35

  • 1席道瑛,易良坤,张程远.Biot理论的唯象修正对P波特性的影响[J].岩石力学与工程学报,2004,23(18):3162-3167. 被引量:7
  • 2Guyer R A, Johnson P A. Nonlinear mesoscopic elasticity:evidence for a new class of materials. Physics Today, 1999,52:30~36
  • 3Holcomb D J. Memory, relaxation, and microfracturing in dilatant rock. J Geophysical Research, 1981, 86:6235~6248
  • 4Mayergoyz I D. Hysteresis models from the mathematical and control theory points of view. J Appl Phys 1985, 57(1):3803~3805
  • 5McCall K R, Guyer R A. Equation of state and wave propagation in hysteretic nonlinear elastic materials. J Geophysical Research, 1994, 99:23887~23897
  • 6Guyer R A, McCall K R. Hysteresis, discrete memory, and nonlinear wave propagation in rock: A new paradigm. Physical Review Letters, 1995, 74:3491~3494
  • 7Macki J W, Nistri P, Zecca P. Mathematical models for hysteresis. Siam Review, 1993, 35:94~123
  • 8耶格 J C,库克 N G W.岩石力学基础.中国科学院工程力学研究所译.北京:科学出版社,1981
  • 9Walsh J B. The effect of crack on the compressibility of rock.J Geophysical Research, 1965, 70:381~411
  • 10冯西桥,余寿文.准脆性材料细观损伤力学.北京:高等教育出版社,2002

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