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研究了一个大气物理中的扰动Lorenz系统.首先构造一组泛函映射,其次决定系统的初始近似,最后通过泛函映射得到了对应模型的各次渐近解并论述了它的物理意义.
A perturbed Lorenz system is studied in this paper.Firstly, a set of functional mapping is constructed, followed by the initial approximation of the system. Finally, the asymptotic solutions of the corresponding model are obtained by functional mapping and its physical meaning is discussed.