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Fractional Spin Excitations in the Infinite-Layer CuprateCaCuO2
Physical Review X ( IF 11.6 ) Pub Date : 2022-05-19 , DOI: 10.1103/physrevx.12.021041 Leonardo Martinelli , Davide Betto , Kurt Kummer , Riccardo Arpaia , Lucio Braicovich , Daniele Di Castro , Nicholas B. Brookes , Marco Moretti Sala , Giacomo Ghiringhelli
Physical Review X ( IF 11.6 ) Pub Date : 2022-05-19 , DOI: 10.1103/physrevx.12.021041 Leonardo Martinelli , Davide Betto , Kurt Kummer , Riccardo Arpaia , Lucio Braicovich , Daniele Di Castro , Nicholas B. Brookes , Marco Moretti Sala , Giacomo Ghiringhelli
We use resonant inelastic x-ray scattering (RIXS) to investigate the magnetic dynamics of the infinite-layer cuprate . We find that close to the point, the single magnon decays into a broad continuum of excitations accounting for about 80% of the total magnetic spectral weight. Polarization-resolved RIXS spectra reveal the overwhelming dominance of the spin-flip () character of this continuum with respect to the multimagnon contributions. Moreover, its incident-energy dependence is identical to that of the magnon, supporting a common physical origin. We propose that the continuum originates from the decay of the magnon into spinon pairs, and we relate it to the exceptionally high ring exchange of . In the infinite-layer cuprates, long-range and multisite hopping integrals are very important, and they amplify the 2D quantum magnetism effects in spite of the 3D antiferromagnetic Néel order.
中文翻译:
无限层铜酸盐CaCuO2中的分数自旋激发
我们使用共振非弹性 X 射线散射 (RIXS) 来研究无限层铜酸盐的磁动力学. 我们发现接近点,单个磁振子衰减成一个广泛的连续激发,约占总磁谱权重的 80%。偏振分辨的 RIXS 光谱揭示了自旋翻转的压倒性优势() 这个连续统的特征多磁子贡献。此外,它的入射能量依赖性与磁振子的相同,支持共同的物理起源。我们提出连续统起源于磁子衰变成自旋子对,我们将其与异常高的环交换联系起来的. 在无限层铜酸盐中,长程和多点跳跃积分非常重要,尽管存在 3D 反铁磁 Néel 阶,它们仍放大了 2D 量子磁效应。
更新日期:2022-05-22
中文翻译:
无限层铜酸盐CaCuO2中的分数自旋激发
我们使用共振非弹性 X 射线散射 (RIXS) 来研究无限层铜酸盐的磁动力学. 我们发现接近点,单个磁振子衰减成一个广泛的连续激发,约占总磁谱权重的 80%。偏振分辨的 RIXS 光谱揭示了自旋翻转的压倒性优势() 这个连续统的特征多磁子贡献。此外,它的入射能量依赖性与磁振子的相同,支持共同的物理起源。我们提出连续统起源于磁子衰变成自旋子对,我们将其与异常高的环交换联系起来的. 在无限层铜酸盐中,长程和多点跳跃积分非常重要,尽管存在 3D 反铁磁 Néel 阶,它们仍放大了 2D 量子磁效应。