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Effective theory and universal relations for Fermi gases near a d-wave-interaction resonance

机译:在D波相互作用谐振附近的费米气体的有效理论和普遍关系

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In this work, we present an effective-field theory to describe a two-component Fermi gas near a d-waveinteraction resonance. The effective-field theory is renormalizable by matching with the low-energy d-wave scattering phase shift. Based on the effective-field theory, we derive universal properties of the Fermi gas by the operator-product-expansion method. We find that beyond the contacts defined by adiabatic theorems, the asymptotic expressions of the momentum distribution and the Raman spectroscopy involve two extra contacts which provide additional information on correlations of the system. Our formalism sets the stage for further explorations of many-body effects in a d-wave resonant Fermi gas. Finally, we generalize our effective-field theory for interaction resonances of arbitrary higher partial waves.
机译:在这项工作中,我们提出了一种有效的现场理论来描述D-波动共振附近的双组分费米气体。 通过与低能量D波散射相移匹配,有效场理论是更新的。 基于有效场理论,我们通过操作员 - 产品 - 扩展方法导出了Fermi气体的通用性质。 我们发现超出了绝热定理所定义的联系人,势头分布的渐近表达和拉曼光谱的渐近表达涉及两个额外的触点,其提供有关系统相关性的附加信息。 我们的形式主义设定了进一步探索D波共振费米气体的进一步探索的阶段。 最后,我们概括了我们对任意较高部分波的相互作用共振的有效场理论。

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