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arXiv 0707.3891cond-mat.str-el
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锰氧化物双带双交换模型的居里温度

Curie temperature of the two band double exchange model for manganites

Vasil Michev, Naoum Karchev

摘要:

考虑双带双交换模型,计算了铁磁区的临界温度(居里温度)。局域自旋表示的Schwinger-bosons,和两个自旋单态费米子运营商的介绍。在新的费米场的现场洪德的相互作用是在一个对角线的形式和一个帐户,他们完全。积分出自旋单重态费米子,我们得到一个有效的海森堡型模型的矢量描述的总磁化的局部取向。矢量的横向涨落是理论中的真磁振子,是居里温度计算的基础。利用Schwinger-bosons平均场论计算了临界温度。虽然是近似的,但这种计算技术抓住了理论中磁振子波动的本质,并且对于2D系统,根据Mermin-Wagner定理,可以获得零居里温度。

英文摘要:

We consider two-band double exchange model and calculate the critical temperature in ferromagnetic regime (Curie temperature). The localized spins are represented in terms of the Schwinger-bosons, and two spin-singlet Fermion operators are introduced. In terms of the new Fermi fields the on-site Hund's interactions are in a diagonal form and one accounts for them exactly. Integrating out the spin-singlet fermions we derive an effective Heisenberg type model for a vector which describes the local orientations of the total magnetization. The transversal fluctuations of the vector are the true magnons in the theory, which is a base for Curie temperature calculation. The critical temperature is calculated employing the Schwinger-bosons mean-field theory. While approximate, this technic of calculation captures the essentials of the magnon fluctuations in the theory, and for 2D systems one obtains zero Curie temperature, in accordance with Mermin-Wagner theorem.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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