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沈宝欣,谢国瑞
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Shen Baoxin and Xie Guorui East China Institute of Chemical Technology
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摘要: 本文介绍的改进的牛顿-拉夫逊(MNR)法,系由一般的牛顿-拉夫逊(NR)法组合松弛因子(?)及参数a而成.在迭代过程中,(?)与a的作用是对每次迭代作有节制的加速,并保证代表具体物理量的变量在有物理意义的范围内经适当修正而稳定地收敛于问题的解.非理想精馏系统的计算结果表明,MNR法较之NR法与逐次代入法具有收敛快且稳定的特点.
Abstract: A modefied Newton-Raphson method is presented in this report. It consists of introducing relaxation factor ω, parameter α into general Newton-Raphson method. In convergence process, physical variables are updated reasonably in physically meaningful range, so they smoothlly converge to a solution. Examinations were made with nonideal distillation system. The results showed that the present method gave better convergence character than either Newton-Raphson or successive substitution approach.
沈宝欣,谢国瑞. 非理想精馏系统的计算——改进的牛顿-拉夫逊法 [J]. CIESC Journal.
Shen Baoxin and Xie Guorui East China Institute of Chemical Technology. Computation of Nonideal Distillation System——A Modefied Newton-Raphson Method[J]. .
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