周期驱动玻色-爱因斯坦凝聚系统的棘齿效应

研究了周期脉冲驱动下的玻色-爱因斯坦凝聚体系（BEC）的动力学演化.其中着重考虑了BEC原子间的非线性相互作用对量子棘齿效应的影响.数值计算结果表明，较弱的非线性相互作用可以减弱定向动量流的强度.而较强的非线性相互作用则会使量子棘齿效应消失甚至发生反转，即系统会出现反向的定向动量流，而且随着时间的演化，动量流会表现出微弱的饱和趋势.计算还发现，高阶量子共振下系统的棘齿效应变得很不明显，而且外部驱动势的周期噪声很容易破坏体系的棘齿效应.关键词：玻色-爱因斯坦凝聚量子混沌量子共振棘齿效应

Quantum-resonance ratchet in a kicked Bose-Einstein condensate

The dynamical evolution of a periodically kicked Bose-Einstein condensate was investigated by simulation. Emphasis was placed on the influence of the nonlinear interaction between atoms on the quantum-resonance ratchet effect. It was found that weak nonlinear interaction reduces the ratchet effect while the strong nonlinear interaction causes the ratchet current to disappear or even reversed. The ratchet effect under high-order quantum resonance conditions was further studied. The ratchet effect is not obvious in this case and can be easily destroyed by the noise of the kicking potential period.