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射频阱中离子云与检测场的相互作用由Dufing方程描述.在小阻尼条件下,得到嵌于混沌吸引子中的不稳定周期解及其稳定性条件.分析表明,调节直流扫描电压等参数去拟合该条件,可以控制混沌运动中的不稳定性.有关实验定性支持这一结论.Interaction between the detecting field and the ion cloud in an actual Paul trap is described by the Duffing equation.For small damping,the unstable periodic solutions embedded in chaotic attractor and their stability conditions are obtained.Theoretical analysis reveals that the instability of chaotic motion can be controlled by adjusting the control parameters to fit the conditions.Excellent agreement is found between the analytical results and experimental data.
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