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用多参数状态方程求解汽液平衡的数值方法
NUMERICAL METHOD IN SOLVING EQUATION OF STATE FOR VAPOR LIQUID EQUILIBRIUM
【摘要】 本文以BWR 方程为例,建立了用多参数状态方程计算汽液平衡的非线性方程组,讨论了Newton-Raphson 法解该非线性方程组的收敛性,提出了将非线性方程组构造成适应最优化方法的目标函数。用不求导数的单纯形搜索法求解BWR状态方程所表达的汽液平衡,可以有效地解决多极值问题引起的困难。
【Abstract】 Nonlinear coupled equations were established to calculate vapor-liquid equilibrium of some hydrocarbon by means of BWR equation. The convergence of Newton-Raphson method to solve the nonlinear equations was discussed. In order to solve the difficulty out of multi-extreme values, it is suggested that a objective function which is suitable for optimization be set-up from the nonlinear equations.With the aid of simplex seek rather than derivative method, the vapor-liquid equilibrium expressed by the objective function will be consequently solved.
【关键词】 汽液平衡;
非线性方程;
数值分析;
状态方程;
最优化方法;
【Key words】 Vapor liquid equilibrium; Non-linear equations; Numerical analysis; Equation of states; Optimization methods;
【Key words】 Vapor liquid equilibrium; Non-linear equations; Numerical analysis; Equation of states; Optimization methods;
- 【文献出处】 华东石油学院学报(自然科学版) , 编辑部邮箱 ,1987年03期
- 【被引频次】3
- 【下载频次】140