2011
DOI: 10.1103/physrevb.84.174117
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Temperature dependence of elastic properties of Ni2+xMn1xGa and Ni

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Cited by 33 publications
(28 citation statements)
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“…These quantities were in particular valence electron number, elastic constants, energy difference between austenite and the martensite phases ( E), etc. 5,8,[39][40][41][42] The valence electron number, e/a, i.e., the number of valence electron per atom has been identified to be closely related to T M in a large variety of Heusler alloys. The larger the e/a, the larger is the T M .…”
Section: Prediction Of the Martensite Transitionmentioning
confidence: 99%
“…These quantities were in particular valence electron number, elastic constants, energy difference between austenite and the martensite phases ( E), etc. 5,8,[39][40][41][42] The valence electron number, e/a, i.e., the number of valence electron per atom has been identified to be closely related to T M in a large variety of Heusler alloys. The larger the e/a, the larger is the T M .…”
Section: Prediction Of the Martensite Transitionmentioning
confidence: 99%
“…Due to the short x-ray absorption length the exponential drop in intensity is expected for a transition moving into the crystal at a constant speed, and nucleated MT domains are known to grow at the speed of sound [16]. The speed of sound in the [100] direction of the modulated structure is estimated to be v ≈ 5 nm/ps [29]. A phase transition moving into the crystal at this speed would produce an exponential change in intensity with a time constant of ∼ 7 ps.…”
mentioning
confidence: 99%
“…First of all, calculations of the static electronic susceptibility [15] suggest the contributions from the majority and minority spin are considerably different [16]. Since doping with Co is found to strongly affect both the total magnetic moment [32][33][34] as well as densities of states in the minority-and majority-spin channels [20,32], it is likely that the peak in the static electronic susceptibility is pushed from q max ð 4 7 ; 4 7 ; 0Þ towards the next major commensurability wave vector q max ð 1 2 ; 1 2 ; 0Þ. The impact of magnetism on the Fermi surface topology and the formation of modulated structures was studied also by ab initio methods [35,36].…”
mentioning
confidence: 99%