论文标题
史塔克·汉密尔顿人的归一化和减少
Normalization and reduction of the Stark Hamiltonian
论文作者
论文摘要
本文使用Kustaanheimo-Stiefel映射详细介绍了正规化后的二级正常形式哈密顿量的正常形式。减少后，我们在$ s^2_h \ times s^2_h $上获得了一个可集成的两度自由系统，我们再次减少以获得一个自由度的哈密顿系统。
This paper details a calculation of the second order normal form of the Stark effect Hamiltonian after regularization, using the Kustaanheimo- Stiefel mapping. After reduction we obtain an integrable two degree of freedom system on $S^2_h \times S^2_h$ , which we reduce again to obtain a one degree of freedom Hamiltonian system.
