论文标题
量子混乱和Hénon-Heiles型号：Dirac的变化方法
Quantum chaos and Hénon-Heiles model: Dirac's variational approach with Jackiw-Kerman function
论文作者
论文摘要
一个简单的半经典Hénon-Heiles模型是基于Dirac的时间依赖性变异原理构建的。我们使用Jackiw-kerman形式中的Hatree Type两体试验波函数获得有效的半经典哈密顿量。数值结果表明，量子效应实际上可以在经典的Hénon-Heiles模型的非骨质区域诱导混乱。
A simple semiclassical Hénon-Heiles model is constructed based on Dirac's time-dependent variational principle. We obtain an effective semiclassical Hamiltonian using a Hatree-type two-body trial wavefunction in the Jackiw-Kerman form. Numerical results show that quantum effects can in fact induce chaos in the non-chaotic regions of the classical Hénon-Heiles model.
