结果表明，该仿真系统结构合理可靠，各子系统采用的数学模型和仿真算法正确可信。
The results show that the architecture of the system is reasonable and reliable, and the mathematics model and simulation algorithm of the sub-systems are also valid and practicable.
通过与国外结论的比较证明了本文理论分析中所建立的数学模型、采用的数值计算方法是准确和合理的。
The mathematical model and numerical method used in theoretical analysis is proved to be accurate and reasonable through comparison with foreign conclusions.
文中建立了更为合理的数学模型，采用外罚函数法(调用鲍威尔法)求解，编制了FORTRAN语言的计算程序。
A more reasonable mathematic model is established, the SUMT method and Powell's method are used to solve the model, and a corresponding FORTRAN program is composed also.
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