Kuruvilla Santhosh Potharay, Menon C S
School of Pure and Applied Physics, Mahatma Gandhi University Kottayam, Kerala, India.
IEEE Trans Ultrason Ferroelectr Freq Control. 2008 Apr;55(4):865-9. doi: 10.1109/TUFFC.2008.721.
Cu-based shape memory alloys are known for their technologically important pseudo-elastic and shapememory properties, which are intimately associated with the martensitic transformation. A combination of deformation theory and finite-strain elasticity theory has been employed to arrive at the expressions for higher order elastic constants of Cu-Al-Zn based on Keating's approach. The second- and third-order elastic constants are in good agreement with the measurements. The aggregate elastic properties like bulk modulus, pressure derivatives, mode Grüneisen parameters of the elastic waves, low temperature limit of thermal expansion, and the Anderson-Grüneisen parameter are also presented.
铜基形状记忆合金以其具有重要技术意义的伪弹性和形状记忆特性而闻名,这些特性与马氏体转变密切相关。基于基廷方法,采用变形理论和有限应变弹性理论相结合的方法,得出了Cu-Al-Zn高阶弹性常数的表达式。二阶和三阶弹性常数与测量结果吻合良好。还给出了诸如体积模量、压力导数、弹性波的模式格林艾森参数、热膨胀的低温极限以及安德森-格林艾森参数等总体弹性性质。