Chemical kinetics and environmental fate: a quantitative and efficient method for solving the Akzo Nobel problem

Auteurs

  • R.O. Akinola Department of Mathematics, Faculty of Natural Sciences, University of Jos, Nigeria
  • S.Y. Goji Department of Chemistry, Faculty of Natural Sciences, University of Jos, Nigeria
  • A.S. Nchini Department of Mathematics, Faculty of Natural Sciences, University of Jos, Nigeria
  • K.V. Joshua Department of Mathematics, Faculty of Natural Sciences, University of Jos, Nigeria
  • J.O. Ogbaji Department of Mathematics, Faculty of Natural Sciences, University of Jos, Nigeria

Mots-clés :

hemical Akzo Nobel;, putime;, ybrid method;, rder of convergence.

Résumé

This paper presents an in-depth quantitative approach for solving two versions of the chemical Akzo nobel problem. We developed a two–step, fifth–order, self–starting block method for its solution using different literature based initial conditions. We made comparisons with other relevant works in the literature albeit with due diligence ensuring the same equations and initial conditions. Our method outperformed some recent works making it suitable for the numerical solution of other stiff nonlinear ODEs.

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Publiée

2025-07-23

Comment citer

Akinola, R. ., Goji, S. ., Nchini, A. ., Joshua, K. ., & Ogbaji, J. . (2025). Chemical kinetics and environmental fate: a quantitative and efficient method for solving the Akzo Nobel problem. International Journal of Mathematical Analysis and Modelling, 8(1). Consulté à l’adresse https://tnsmb.org/journal/index.php/ijmam/article/view/211