Ab Initio Simulations of Martensitic Phase Transformations in NiTi-based High Temperature Ternary Shape Memory Alloys: NiTiHf and NiTiZr

Friday, May 20, 2022: 12:15 PM
Carlsbad A&B (Westin Carlsbad Resort)
Dr. Hessam Malmir , NASA Ames Research Center, Moffett Field, CA
Dr. Zhigang Wu , NASA Ames Research Center, Moffett Field, CA
Dr. Justin Haskins , NASA Ames Research Center, Moffett Field, CA
Dr. Santosh KC , San Jose State University, San Jose, CA
Dr. Othmane Benafan , NASA Glenn Research Center, Cleveland, OH
Dr. John Lawson , NASA Ames Research Center, Moffett Field, CA
Ab initio simulations of phase stability and martensitic phase transitions are performed for NiTi-based ternary shape memory alloys (SMAs). Specifically, we considered NiTiHf and NiTiZr, which are highly studied for high temperature SMA applications. Previously, we performed investigations of ordered NiTi and related binaries [1,2]. However, similar approaches for chemically disordered compounds present additional difficulties. In this work, special quasi-random structures (SQS) were generated for various compositions, x [0,0.5], of Ni0.5Ti(0.5-x)Hfx and Ni0.5Ti(0.5-x)Zrx to capture chemical disorder of off-stoichiometric compounds. Phase stability was evaluated through analysis of finite temperature phonon spectra using temperature dependent effective potential (TDEP) method. Free energies for the cubic B2 phase of NiTiHf and NiTiZr were computed using ab initio thermodynamic integration (AITI) developed previously [1,2]. Free energies for monoclinic B19’ and orthorhombic B33 phases were evaluated via quasi harmonic approximations (QHA). Our results show a critical composition (xc) where the three phases of B2, B19’ and B33 meet, i.e. there is a tri-critical point. For x<xc, a series of martensitic transformations between B19’ and B2 phases exists with increasing martensitic transition temperature. For x>xc, the transition is between B33 and B2, i.e. it is not a shape memory transition. The approach presented here opens the door to ab initio based predictions of MTT for arbitrary ternary SMAs.

[1] J.B. Haskins, A.E. Thompson and J.W. Lawson, Phys. Rev B 94, (2016) p. 214110

[2] J.B. Haskins, J.W. Lawson, J. App. Phys. 121, (2017) p. 205103