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Critical behavior of XY spin chain with Dzyaloshinsky-Moriya interaction studied in terms of Loschmidt echo

机译:基于Loschmidt回波研究具有Dzyaloshinsky-Moriya相互作用的XY自旋链的临界行为

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摘要

In this paper, the critical behavior of the general XY spin chain with the Dzyaloshinsky-Moriya (DM) interaction is studied by means of a Loschmidt Echo (LE) calculation. LE presents a Gauss decay in the region of magnetic field intensity |λ|<1 and an exponential decay in the region of |λ|>1. There exists a critical spin chain size N_C. When spin chain size is larger than N_C, the value of λ corresponding to the minimum value of LE (λ_m) is independent of the spin chain size and keeps a stable value. In the region of λ<0, the stable value is same for different DM interactions. In the region of λ>0, the stable value varies with changing DM interaction.
机译:本文通过Loschmidt Echo(LE)计算研究了具有Dzyaloshinsky-Moriya(DM)相互作用的一般XY自旋链的临界行为。 LE在磁场强度|λ| <1的区域呈现高斯衰减,而在|λ|> 1的区域呈现指数衰减。存在临界自旋链大小N_C。当自旋链的大小大于N_C时,与LE的最小值(λ_m)相对应的λ的值与自旋链的大小无关,并且保持稳定的值。在λ<0的区域中,对于不同的DM相互作用,稳定值相同。在λ> 0的区域中,稳定值随着DM相互作用的变化而变化。

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