论文标题
通量菱形晶格中的量子传输
Quantum transport in the flux rhombic lattice
论文作者
论文摘要
我们分析了连接两个颗粒储层的通量菱形晶格中骨气颗粒的固定电流。对于消失的颗粒间相互作用，随着通量的增加，电流显示出单调减小，并且在等于$π$的PEIERLS相中严格为零。非零相互作用修改了这种依赖性，对于中等相互作用强度，目前发现电流与磁通量无关。
We analyse stationary current of the bosonic particles in the flux rhombic lattice connecting two particle reservoirs. For vanishing inter-particle interactions the current is shown to monotonically decrease as the flux is increased and become strictly zero for the Peierls phase equal to $π$. Non-zero interactions modify this dependence and for moderate interaction strength the current is found to be independent of the flux value.
