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粘弹性材料剪切模量松弛函数的拟合研究 被引量:18

Fitting Research on the Relaxation Function of Shear Modulus for Viscoelastic Materials
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摘要 粘弹性材料进行有限元分析时,须有其粘弹性物理模型特征参数。采用数值拟合法,对粘弹材料肋软骨,推导了模型简化下归一化实验曲线与广义Maxwell模型的关系,实现了实验曲线与广义Maxwell模型的拟合,得到了肋软骨材料用于粘弹性有限元分析的Maxwell模型参数。仿真验证表明曲线的拟合度很高。 The characteristic parameters of viscoelastic physical model must be provided for the finite element analysis of viscoelastic materials.A numerical fitting method was used to derive the relationship of the generalized Maxwell model and the normalized experimental curve in terms of a model simplified for the viscoelastic material-costal cartilage,realize the fitting of experimental curve with the generalized Maxwell model,and receive the Maxwell model parameters of costal cartilage for viscoelastic finite element analysis.The simulation shows that the curve fitting degree is high.
出处 《兵工学报》 EI CAS CSCD 北大核心 2010年第10期1409-1412,共4页 Acta Armamentarii
基金 西北工业大学科技创新基金项目(2007KJ01025)
关键词 固体力学 粘弹性 Maxwell模型 剪切模量松弛函数 参数拟合 有限元 solid mechanics viscoelastic Maxwell model relaxation function of shear modulus parameter fitting finite element
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参考文献10

  • 1Thomas F Soules. Finite-element calculation of stresses in glass parts undergoing viscous relaxation[J].Am Ceram Soc, 1999, 70 (2) :90 -95.
  • 2George W Scherer. Viscoelastic-elastic composites: Ⅰ general theory[J]. Am Ceram Soc, 2002, 65(7) :352 -360.
  • 3Sakaguchi S. Viscosity of silica core optical fiber[ J]. Journal of Non-Crystalline Solids, 1999,224:232 - 237.
  • 4Follstaedt D M, Knapp J A, Myers S M. Mechanical properties of ion-implanted amorphous silicon [ J 1- Journal of Materials Re- search, 2004, 19(1) :338 -346.
  • 5Brendan E K, Jack L L. A model of fracture testing of soft viscoelastic tissues [ J ]. Journal of Biomechanics, 2003, 36 ( 1 ) : 605 - 608.
  • 6Hsuch C H. Mathematical model of viscosity measurements for viscoelastic solids[J]. JAm Ceram Soc, 1986, 69(3) :48 -49.
  • 7帅词俊,段吉安,王炯.关于黏弹性材料的广义Maxwell模型[J].力学学报,2006,38(4):565-569. 被引量:29
  • 8帅词俊,段吉安,王炯.数值分析中粘弹材料剪切模量松弛函数的拟合方法[J].机械强度,2005,27(4):522-525. 被引量:5
  • 9帅词俊,段吉安,王炯,钟掘.经验应力松弛模量与Maxwell模量的转换计算方法[J].机械科学与技术,2005,24(5):628-630. 被引量:7
  • 10郭碧云,李晓阳,曾衍钧,杨庆华.肋软骨生物力学性能研究[J].中国生物医学工程学报,2007,26(2):270-275. 被引量:10

二级参考文献58

  • 1杨群,钱云良,汪希,张余光,杨军,章一新,濮哲铭.三种全耳再造术临床分析[J].上海第二医科大学学报,2004,24(12):984-986. 被引量:13
  • 2赵宝林,张忠君,马洪顺.肩髋膝关节软骨生物力学特性[J].北京生物医学工程,2005,24(3):171-175. 被引量:4
  • 3初日德,程永春,马洪顺,麻文焱,李振宇.人体关节软骨应力松弛研究[J].中国生物医学工程学报,1994,13(2):188-190. 被引量:5
  • 4Park SW.Analytical modeling of viscoelastic dampers for structural and vibration control.International Journal of Solids and Structures,2001,38(44):8065~8092
  • 5Warlus S,Ponton A,Leslous.A dynamic viscoelastic properties of silica alkoxide during the sol-gel transition.European Physical Journal E,2003,12(2):275~282
  • 6Wei BC,Wang WH,Xia L.Glass transition and thermal stability of hard magnetic bulk NdAlFeCo metallic glass.Materials Science and Engineering,2002,334(1):307~311
  • 7George WS.Viscoelastic-elastic composites:Ⅱ sandwich seal.J Am Ceram Soc,1982,65(8):399~406
  • 8Follstaedt DM,Knapp JA,Myers SM.Mechanical properties of ion-implanted amorphous silicon.Journal of Materials Research,2004,19(1):338~346
  • 9Brendan EK,Jack LL.A model of fracture testing of soft viscoelastic tissues.Journal of Biomechanics,2003,36(1):605~608
  • 10Hsueh CH.Mathematical model of viscosity measurements for viscoelastic solids.J Am Ceram Soc,1986,69(3):48~49

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