Computing all the roots of ∑(a_i)/(λ-c_i) from i = 1 equations by a matrix-based approach

Miguel Vacahern; Rosendo Monroy-Loperena

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Computing all the roots of ∑(a_i)/(λ-c_i) from i = 1 equations by a matrix-based approach

机译：计算所有的根∑(ai) /(λ为c_i)从我=1基于矩阵方程的方法

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摘要

A useful procedure for finding all the roots of the type of equation indicated in the title, typically used in vapor-liquid separations, is presented. The proposed procedure is the result of a matrix-based analysis to generate a Standard Eigenvalue Problem. The eigenvalues of the resulting matrix system are exactly the roots of the equation indicated in the title. Numerical experiments are presented to show the goodness of the proposed procedure.

机译：一个有用的程序寻找所有的根源标题所示类型的方程通常用于气液分离,提出了。一个基于矩阵的分析,生成一个标准特征值问题。生成的矩阵系统是完全的根源标题所示的方程。实验给出了显示的美好该过程。

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来源
《Chemical Engineering Research & Design: Transactions of the Institution of Chemical Engineers》 |2012年第11期|1697-1700|共4页
作者
Miguel Vacahern; Rosendo Monroy-Loperena;
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作者单位

Diuision de Ingenieria Quimica y Bioquimica, Tecnologico de Estudios Superiores de Ecatepec, Av. Tecnologico S/N, 55210 Mexico, Mexico;

ROMON, Paseo de los Piruies 124, 04250 Distrito Federal, Mexico;

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正文语种英语
中图分类国际共产主义运动;
关键词
Flash Evaporation; zero crossings; eigenvalues;

机译：闪蒸;零交叉;特征值;

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机译：求解∑i_（a_i）/（λ-C_i）方程的块代数方法
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Computing all the roots of ∑(a_i)/(λ-c_i) from i = 1 equations by a matrix-based approach

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