Study on Superelastic Anisotropy Parameters and Numerical Calculation of Columnar-grained Cu-Al-Mn Shape Memory Alloy
-
摘要: 参考单层板的偏轴工程弹性常数与正轴工程弹性常数的转换关系,进行参数推导,实现了对合金任意角度的超弹性各向异性相关参数的计算。采用有限元用户子程序对合金任意角度下的超弹性应力-应变曲线进行数值模拟。模拟计算结果与实验结果吻合较好,可为柱状晶类组织合金的各向异性性能的模拟计算提供相应指导和参考。
-
关键词:
- 柱状晶Cu-Al-Mn形状记忆合金 /
- 各向异性 /
- 弹性模量 /
- 数值计算
Abstract: Based on the conversion relationship between the off-axis engineering elastic constant and the positive-axis engineering elastic constant of the single-layer plate, the parameters are deduced, and the calculation of superelastic anisotropy parameters at any angle of the alloy is realized. Then the superelastic stress-strain curves at any angle of the alloy are simulated by a finite element user subroutine. The simulation results agree well with the experimental data, which can provide guidance and reference for the simulation calculation of the anisotropic properties of columnar-grained structure alloys. -
-
[1] 朱玉萍.形状记忆合金材料的细观力学模型若干问题研究[D].北京:北京交通大学,2007. [2] 贺志荣,刘康凯,王芳,等.形变退火态Ti-50.8Ni-0.1Nb合金的相变和形状记忆行为[J].中国有色金属学报,2019,29(4):742-748. [3] YAMAUCHI K,OHKATA I,TSUCHIYA K,et al.Shape memory and superelastic alloys[M].Philadelphia:Woodhead Publishing Limited,2011.
[4] 赵连城,郑玉峰.形状记忆与超弹性镍钛合金的发展和应用[J].中国有色金属学报,2004,14(S1):323-326. [5] 李周,汪明朴,徐根应.铜基形状记忆合金材料[M].长沙:中南大学出版社,2010. [6] XIE J X,LIU J L,HUANG H Y.Structure design of high-performance Cu-based shape memory alloys[J].Rare Metals,2015,34(9):607-624.
[7] LIU J L,HUANG H Y,XIE J X.The roles of grain orientation and grain boundary characteristics in the enhanced superelasticity of Cu71.8Al17.8Mn10.4 shape memory alloys[J].Materials&Design,2014,64:427-433.
[8] LIU J L,LI M H,LI X,et al.The effect of superelastic strain on the damping capacity in columnar-grained Cu-Al-Mn shape memory alloy[J].Journal of Alloys and Compounds,2019,781:621-628.
[9] LIU J L,HUANG H Y,XIE J X.Superelastic anisotropy characteristics of columnar-grained Cu-Al-Mn shape memory alloys and its potential applications[J].Materials&Design,2015,85:211-220.
[10] 陈永辉,肖泽一,李慧中,等.TiAl基合金热轧板材的各向异性[J].中国有色金属学报,2017,27(6):1148-1154. [11] 李双蓓,周小军,黄立新,等.基于有限元法的正交各向异性复合材料结构材料参数识别[J].复合材料学报,2009,26(4):197-202. [12] 黄立新,李双蓓,周小军.正交各向异性复合材料结构的材料参数识别的研究进展[J].玻璃钢/复合材料,2006(4):46-49. [13] 王晓纯,沈新普,李从珠,等.复合材料参数识别问题的计算方法[J].中国有色金属学报,1997,7(2):69-74. [14] 黄立新,向志海,孙秀山,等.正交各向异性复合材料孔板性能参数识别测点的最优布置[J].工程力学,2006,23(10):30-34. [15] 张中亚,潘兵.基于当前构形的虚场方法识别正交各向异性材料力学参数[J].工程力学,2017,34(10):26-34. [16] BEN JABER M,SMAOUI H,TERRIAULT P.Finite element analysis of a shape memory alloy three-dimensional beam based on a finite strain description[J].Smart Materials and Structures,2008,17(4):045005.
[17] 王耀先.复合材料力学与结构设计[M].上海:华东理工大学出版社,2012.
计量
- 文章访问数: 160
- HTML全文浏览量: 33
- PDF下载量: 29
下载:
