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Calculation of Extraction Equilibrium in Multi-Component System by Newton-Raphson Algorithm

机译:用牛顿-拉夫森算法计算多组分体系中的萃取平衡

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摘要

Based on the extraction equilibrium and mass balances in countercurrent extraction systems, a novel method was studied for dealing with the extraction equilibrium and the mass distribution in a multi-component (λ-component) system. The relationships of mass distribution (x_i, y_i i=1,...,λ) between two phases were expressed by 2λ dimensional simultaneous equations. These simultaneous equations can be converted to a one-dimension nonlinear equation, then it was solved by Netwon-Raphson algorithm within a few number of iteration. Compared with the regular calculation method for the 2λ dimension simultaneous equations, Newton-Raphson algorithm can decrease the number of iteration, increase the convergence of the equations and accelerate the spaced of simulation. It was verified in many multi-component systems with satisfactory results. As an example, a five-component system is demonstrated in this paper.
机译:基于逆流萃取系统中的萃取平衡和质量平衡,研究了一种在多组分(λ组分)系统中处理萃取平衡和质量分布的新方法。两相之间的质量分布(x_i,y_i i = 1,...,λ)之间的关系用2λ维联立方程表示。这些联立方程可以转换为一维非线性方程,然后通过Netwon-Raphson算法在几次迭代中求解。与2λ维联立方程的常规计算方法相比,Newton-Raphson算法可以减少迭代次数,增加方程的收敛性,并加快仿真速度。在许多多组件系统中进行了验证,结果令人满意。作为示例,本文演示了一个五组件系统。

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