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Mathematical Study of a Class of Reaction-Di§usion System: Resulting from Chemical Kinetics : Non-linear parabolic systems

Resulting from Chemical Kinetics : Non-linear parabolic systems

saida bakht
ensa khouribga
Online First: January 08, 2020
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bakht, saida. (2020). Mathematical Study of a Class of Reaction-Di§usion System. Research and Analysis Journal, 3(01), Page No. 154 - 159. Retrieved from http://rajournals.com/index.php/raj/article/view/52

Abstract

In this work, we define a diffusion reaction system resulting from the modeling of certain chemical reactions coming from quantitative or formal chemical kinetics [1]. The key amount is that of the reaction rate. The objective of this work is to prove the local, global existence, uniqueness and positivity for these reaction-diffusion systems.

CCS Concepts The ACM Computing Classification Scheme :65C, 65N, 65M.

 

Published January 8, 2020
Keywords
  • Chemical kinetics, mathematical modelisation, the reaction rate, diffusion reaction system, global existence and positivity
How to Cite
bakht, saida. (2020). Mathematical Study of a Class of Reaction-Di§usion System. Research and Analysis Journal, 3(01), Page No. 154 - 159. Retrieved from http://rajournals.com/index.php/raj/article/view/52

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Published January 8, 2020
Keywords
  • Chemical kinetics, mathematical modelisation, the reaction rate, diffusion reaction system, global existence and positivity
How to Cite
bakht, saida. (2020). Mathematical Study of a Class of Reaction-Di§usion System. Research and Analysis Journal, 3(01), Page No. 154 - 159. Retrieved from http://rajournals.com/index.php/raj/article/view/52
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Published January 8, 2020
Keywords
  • Chemical kinetics, mathematical modelisation, the reaction rate, diffusion reaction system, global existence and positivity
How to Cite
bakht, saida. (2020). Mathematical Study of a Class of Reaction-Di§usion System. Research and Analysis Journal, 3(01), Page No. 154 - 159. Retrieved from http://rajournals.com/index.php/raj/article/view/52

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Published January 8, 2020
Keywords
  • Chemical kinetics, mathematical modelisation, the reaction rate, diffusion reaction system, global existence and positivity
How to Cite
bakht, saida. (2020). Mathematical Study of a Class of Reaction-Di§usion System. Research and Analysis Journal, 3(01), Page No. 154 - 159. Retrieved from http://rajournals.com/index.php/raj/article/view/52

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  • saida bakht

  • Published January 8, 2020
    Keywords
    • Chemical kinetics, mathematical modelisation, the reaction rate, diffusion reaction system, global existence and positivity
    How to Cite
    bakht, saida. (2020). Mathematical Study of a Class of Reaction-Di§usion System. Research and Analysis Journal, 3(01), Page No. 154 - 159. Retrieved from http://rajournals.com/index.php/raj/article/view/52