建立燃气轮机数学模型是船舶动力及其控制系统研制的重要手段，建模的关键在于提高精度和收敛速度。
The mathematic model of gas turbine engine is important for the development of ship power and its control system. The key of modeling is the precision and convergence.
围绕该方法的内容有蒙特卡罗仿真方法的数学基础、蒙特卡罗方法的一般工作流程、一次快照的四个关键步骤以及仿真的收敛标准。
The contents of which related to the mathematical foundations of the Monte Carlo simulation method, its general work flow, the four key steps of a snapshot and the convergence criteria of simulation.
文中利用计算机实验数学的方法，结合理论讨论了几种收敛标准的等价性，构造了不同方法的分形图；
The authors study the equivalence of several criteria for convergence and construct their fractal patterns by the method of computer experimental mathematics.
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