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On the steady state fractionation of multicomponent and complex mixtures in an ideal cascade: Part 1—Analytic solution of the equations for general mixtures by Andreas Acrivos; Neal R. Amundson is a Engineering article available to read on EtoBox.

What is On the steady state fractionation of multicomponent and complex mixtures in an ideal cascade: Part 1—Analytic solution of the equations for general mixtures about?

The equations for the steady state rectification of mixtures which obey a rather general vapour-liquid equilibrium law in an ideal cascade are solved in closed form. Various km& of mixtures are examined. From the mathematical standpoint the prbblem presents some intereating features, first, because it may be linearized and, second, it can be reduced to an eigenvalue problem which in turn can be solved by a new transform, the transform bell finite or infinite depending upon the number of components in the mixture. Methods for the numerical evaluation of the formulae as well as applications to practice will be reported elsewhere. The calculation of the mlnllum reflux will be presented in Part II. R&sum&-Dans le cas d'une cascade idbale, l'auteur a r&olu les dquations de la rectitlcation en &at stationnaire de mblanges qui ob&sent B une loi d'&quilibre liquide-vapeur sulllsamment @n&ale. 11 examine diverses sortes de mdlanges. Du point de vue mathbmatique, le probl6me p&ente quelques caract&istiquea i&ressantes : (I") parce qu'il peut i%re mls sous forme lindaire et (2') parce qu'il peut &e rament! B un problbme " de valeurs part&l&es " qui peut &tre r&olu, B son tour, par une nouvell

Who reads On the steady state fractionation of multicomponent and complex mixtures in an ideal cascade: Part 1—Analytic solution of the equations for general mixtures?

It is typically read by researchers, students, and practitioners in Engineering.

Author
Andreas Acrivos; Neal R. Amundson
Publisher
Elsevier Science; Elsevier ; Elsevier Ltd.; Elsevier BV (ISSN 0009-2509)
Published
1955
Language
EN
Field
Engineering (Physical Sciences)

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