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Variational study of phase diagrams of spin–orbit coupled bosons

机译:自旋轨道耦合玻色子相图的变分研究

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We use a variational order method to explore the ground state phase diagrams of spin–orbit coupled Bose atoms in optical lattices. By properly parameterizing the order with an ansatz function for each possible phase and comparing their energies which are minimized with respect to the variational parameters, we can effectively identify the lowest energy states and depict the phase diagram. While the Mott-insulator-superfluid phase boundary is computed by the usual Gutzwiller method, the spin-ordered phase structures of the deep Mott regime as well as the superfluid regime are studied by the variational order method. For the isotropic spin–orbit coupling, the phase diagram in the deep Mott insulator regime is qualitatively similar to results derived by the classical Monte-Carlo simulations or other numerical methods. The spiral phases with different spatial periods are discussed in detail. We find three new spin-ordered phases in the deep Mott insulator regime with anisotropic spin–orbit coupling. We also identify the uniform superfluid, stripe and checkerboard supersolid phases with exotic spin orders in the superfluid regime.
机译:我们使用变分阶方法来探索光学晶格中自旋轨道耦合的玻色原子的基态相图。通过使用ansatz函数对每个可能的相位正确地设置阶数,并比较相对于变分参数最小的能量,我们可以有效地识别出最低的能量状态并描绘出相图。通过常规的Gutzwiller方法计算Mott-绝缘子-超流体的相边界,同时通过变分法研究深Mott态和超流体态的自旋有序相结构。对于各向同性的自旋-轨道耦合,深莫特绝缘体状态下的相图在质量上类似于经典蒙特卡洛模拟或其他数值方法得出的结果。详细讨论了具有不同空间周期的螺旋相位。我们在各向异性各向异性自旋-轨道耦合的深莫特绝缘子体系中发现了三个新的自旋有序相。我们还确定了在超流体状态下具有奇异自旋顺序的均匀超流体,条纹和棋盘格超固相。

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