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arXiv cond-mat/9702016cond-mat.str-el
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AFM绝缘子$Sr_2CuO_2Cl_2$的32个站点精确对角化结果和ARPES谱函数的比较

Comparison of 32-site exact diagonalization results and ARPES spectral functions for the AFM insulator $Sr_2CuO_2Cl_2$

P. W. Leung, B. O. Wells, R. J. Gooding

摘要:

我们探讨了成功的各种版本的一个频带的t-J模型在解释角分辨光电发射光谱的原型,准二维,tetraxis,反铁磁绝缘体$Sr_2CuO_2Cl_2$的全光谱功能。在提出证明我们从实验数据中提取$A(k,ω)$的理由后,我们依赖于一个正方形32位晶格的研究的精确对角化结果,这是目前可用的最大的簇,以进行这种比较。我们的工作使我们相信:(1)一个包括三位自旋相关跳跃和三位三近邻跳跃的单带模型,不仅能解释色散关系,而且能解释准粒子寿命--只有在$k = (π/2,0)$附近我们才发现不一致;(ii)能量依赖的加宽函数$Γ(E) = Γ_0 + A E$在解释对光谱函数的非相干贡献方面是重要的。

英文摘要:

We explore the success of various versions of the one-band t-J model in explaining the full spectral functions found in angle-resolved photoemission spectra for the prototypical, quasi two-dimensional, tetragonal, antiferromagnetic insulator $Sr_2CuO_2Cl_2$. After presenting arguments justifying our extraction of $A(k,ω)$ from the experimental data, we rely on exact-diagonalization results from studies of a square 32-site lattice, the largest cluster for which such information is presently available, to perform this comparison. Our work leads us to believe that (i) a one-band model that includes hopping out to third-nearest neighbours, as well three-site, spin-dependent hopping, can indeed explain not only the dispersion relation, but also the quasiparticle lifetimes -- only in the neighbourhood of $k = (π/2,0)$ do we find disagreement; (ii) an energy-dependent broadening function, $Γ(E) = Γ_0 + A E$, is important in accounting for the incoherent contributions to the spectral functions.

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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