论文标题

浮球腔杂种中的手性电流

Chiral current in Floquet cavity-magnonics

论文作者

Qi, Shi-fan, Jing, Jun

论文摘要

Floquet Engineering可以通过定期驱动器对系统参数进行时间调制,从而在量子系统中诱导复杂的集体行为和有趣的合成量规场。在磁通模式的频率上,使用浮动驱动器,我们在空腔磁通系统中实现了手性状态转移。时间反转对称性在如此有希望的相干信息处理的平台中被打破。特别是,在大区域的策略中,光子模式被绝热,并且在条件纵向驱动器下的磁通模式可以与相位调制的相互作用间接彼此间接耦合。然后使用有效的哈密顿量在圆形环中产生手性电流,该圆环的动力学被评估以测量哈密顿系统的对称性。除了具有固定数量激发的动力学限制外,我们的协议还适用于具有任意状态的连续变量系统。同样,发现它在光子马格诺耦合强度和Kerr非线性中的系统误差方面也很健壮。

Floquet engineering can induce complex collective behaviour and interesting synthetic gauge-field in quantum systems through temporal modulation of system parameters by periodic drives. Using a Floquet drive on frequencies of the magnon modes, we realize a chiral state-transfer in a cavity-magnonic system. The time-reversal symmetry is broken in such a promising platform for coherent information processing. In particular, the photon mode is adiabatically eliminated in the large-detuning regime and the magnon modes under conditional longitudinal drives can be indirectly coupled to each other with a phase-modulated interaction. The effective Hamiltonian is then used to generate chiral currents in a circular loop, whose dynamics is evaluated to measure the symmetry of the system Hamiltonian. Beyond the dynamics limited in the manifold with a fixed number of excitations, our protocol applies to the continuous-variable systems with arbitrary states. Also it is found to be robust against the systematic errors in the photon-magnon coupling strength and Kerr nonlinearity.

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