无限深方势阱中受击粒子的非线性现象研究

On a Nonlinear Phenomenon of Kicked Particles in an Infinite Square Well

以无限深方势阱中受击粒子为研究对象,详细分析了在参数变化情况下粒子的相空间轨道的形状.结果表明,该系统粒子的相空间轨道形成所谓的随机网区域与混沌区域共存,而且随着参数K的变化,随机网出现先破裂然后又恢复的有趣的现象.

Based on the kicked particles in an infinite square well,the trajectory of the particles in the phase space is analyzed in detail in the case of variational parameters.The result shows that the stochastic net region and the chaotic region coexist in the phase space.An interesting phenomenon is detected that when the parameter k is varied the stochastic net rives first and renews afterwards.