给出主参数共振系统参数平面的分岔集和幅频响应方程的分岔图。
The bifurcation diagrams of the parameter plane and the response equation are obtained.
对系统的动力学行为进行了定性分类，据此在参数空间中给出了局部分岔集。
Local bifurcation set was found in the parameter space according to the classifications of the dynamic responses of the moored ship model.
在参量空间，论文以分岔点(集)为参照导出对系统参量的度量，建立事故潜势的数学表达式。
This paper evolves the measure of the system parameter corresponding to the bifurcation point (set) in parameter space and sets up the mathematical expression formula of the potential of accident.
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