论文标题
耦合两个频率山方程的分析近似解
Analytical Approximate Solution of a Coupled Two Frequency Hill's Equation
论文作者
论文摘要
求解了两个频率丘陵方程。分析上近似解决方案使用修改的Lindstedt Poincare扰动方法得出正确的一阶。对于广泛的控制参数，我们比较数值和分析解决方案。解决方案是使用静电DC和RF场的组合离子陷阱中充电颗粒的电动力学的全面理解的第一步，以及恒定的静态磁场，并有限制抗药物的前景，例如抗氢，以进行相当长的时间。
A coupled two frequency Hill's equation is solved. Analytically approximate solution correct up-to first order is derived using modified Lindstedt Poincare perturbation method. For a wide range of controlling parameters we compare the numerical and analytical solutions. The solution is the first step towards developing a comprehensive understanding of the electrodynamics of charged particles in a combinational ion trap utilizing both electrostatic DC and RF fields along with a constant static magnetic field with prospects of confining antimatter such as anti hydrogen for a reasonably long durations of time.
