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Phase diagram of a uniaxially stressed cubic antiferromagnet

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The phase diagram of a model for a uniaxially stressed antiferromagnet of cubic symmetry is calculated using high-temperature series analysis of the ordering susceptibility. It is shown that the model exhibits a bicritical point in zero stress, =0, and that the phase diagram includes a spin-flop-like and an antiferromagnetic phase for <0 and >0, respectively. We have determined the crossover exponent to be =1.33 0.10 in agreement with renormalization-group predictions for a n=3 system. The variation of the exponent along the phase boundaries separating the ordered phases and the paramagnetic phase is discussed in the context of universality.

OriginalsprogEngelsk
TidsskriftPhysical Review B
Vol/bind22
Udgave nummer7
Sider (fra-til)3271-3276
Antal sider6
ISSN0163-1829
DOI
StatusUdgivet - 1980
Eksternt udgivetJa

ID: 238393398