Mathematical Model for a Battery of Five Continuous Reactors with Agitation. Part 2

  • Dra.C. Dania del Toro-Álvarez Facultad de Ingeniería Química, Universidad de Oriente, Santiago de Cuba
  • MSc. Antonio Pons-Hernández Facultad de Ingeniería Química, Universidad de Oriente, Santiago de Cuba
  • Dr.C. René Viera-Bertrán Facultad de Ingeniería Química, Universidad de Oriente, Santiago de Cuba
  • Ing. Zulai Emasabe-Monier Facultad de Ingeniería Química, Universidad de Oriente, Santiago de Cuba
Keywords: neutralization, time of residence means, time of complete reaction

Abstract

This work is in charge of the development of a second part of the expressions that they conform a mathematical model for the simulation of a battery of reactors able to reproduce the  behavior of a reacting system non catalytic fluid-solid, in a sequence of five continuous reactors with
agitation connected in series, where the concentration of the reactant in the liquid phase changes stage in stage, and the time of residence means is same in all them. This second part consisted on the obtaining of the expressions of the half fraction converted average for size particles i, of the half fraction not converted total average of the particles, as well as those derived of this last one, which were added to the expressions obtained in the first part of this article to conform the mathematical pattern and lastly in establishing an algorithm on the base of the obtained mathematical pattern that it allows to simulate the battery of the five reactors with agitation
Published
2015-11-10
How to Cite
del Toro-Álvarez, D. D., Pons-Hernández, M. A., Viera-Bertrán, D. R., & Emasabe-Monier, I. Z. (2015). Mathematical Model for a Battery of Five Continuous Reactors with Agitation. Part 2. Chemical Technology, 35(1), 124-141. https://doi.org/10.1590/2224-6185.2015.1.%x
Section
Artículos

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