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[10] Tosaka N, Miyale S. Analysis of a nonlinear diffusion problem with Michaelis-Menten kineticsbyanintegralequationmethod.BulletinofMathematicalBiology.1982;44(6):841-849 [11] MaalmiM,StriederW,VarmaA.Liganddiffusionand receptormediated internalization: Michaelis-Mentenkinetics. JournalofChemicalEngineeringScience.2001;56(19):5606-5616 [12] Merchant TR.Cubic autocatalysiswithMichaelis-Menten kinetics: Semi-analytical solu- tions for thereaction-diffusioncell. JournalofChemicalEngineeringScience.2004;59(16): 3433-3440 [13] IndiraK,RajendranL.Analyticalexpressionof theconcentrationofsubstratesandproduct in phenol-polyphenol oxidase system immobilized in laponite hydrogels; Michaelis- Mentenformalisminhomogeneousmedium.ElectrochimicaActa.2011;56(18):6411-6419 [14] Bucolo J, Tripathi K. Steady-state analysis of a two-compartment barrier-limited capillary-tissuemodelwithMichaelis-Menten saturationkinetics. Bulletin ofMathemat- icalBiology.1980;42(5):691-700 [15] DangDoD,GreenfieldF.A finite integral transformtechnique for solving thediffusion- reaction equationwithMichaelis-Menten kinetics. Journal ofMathematical Biosciences. 1981;54(1–2):31-47 [16] ChapwanyaM,LubumaS,MickensE. Fromenzymekinetics to epidemiologicalmodels with Michaelis-Menten contact rate design of nonstandard finite difference schemes. JournalofComputersandMathematicswithApplications. 2012;64(3):201-213 [17] Napper A, Schubert RW. Michaelis–Menten kinetics as a modelling assumption in a model of oxygen transport in heart Proceedings of the First Southern Biomedical Engi- neeringConference. 1981;201-204 [18] Regalbuto C, Strieder W, Varma A. Approximate solutions for nonlinear diffusion- reaction equations from themaximumprinciple. Journal of Chemical Engineering Sci- ence. 1988;43(3):513-518 [19] RajendranL,SaravanakumarK.Analyticalexpressionof transientandsteady-statecatalytic currentofmediatedbioelectrocatalysis. JournalofElectrochimicaActa.2014;147:678-687 [20] NicolisG,PrigogineI.Self-OrganizationinNon-equilibriumSystems.NewYork:Wiley;1977 [21] MikhailovAS.FoundationsofSynergetics.Berlin: Springer-Verlag; 1990 [22] Kerner BS,OsipovVV.ANewApproach to Problems of Self-Organization andTurbu- lence.Autosolitons.Dordrecht:Kluwer;1994 [23] Lubashevskii A, Gafiychuk VV. The projection dynamics of highly dissipative system. PhysicalReviewE.1994;50(1):171 [24] Vázquez JL. ThePorousMediumEquation.Mathematical Theory.OxfordMathematical Monographs.Oxford:OxfordUniversityPress; 2006 [25] BertschM. Asymptotic behavior of solutions of a nonlinear diffusion equation. SIAM JournalonAppliedMathematics. 1982;42(1):66 Mathematical Modeling and Simulation of Nonlinear Process in Enzyme Kinetics http://dx.doi.org/10.5772/intechopen.70914 33
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Advanced Chemical Kinetics
Titel
Advanced Chemical Kinetics
Autor
Muhammad Akhyar Farrukh
Herausgeber
InTech
Ort
Rijeka
Datum
2018
Sprache
englisch
Lizenz
CC BY 4.0
ISBN
978-953-51-3816-7
Abmessungen
18.0 x 26.0 cm
Seiten
226
Schlagwörter
Engineering and Technology, Chemistry, Physical Chemistry, Chemical Kinetics
Kategorien
Naturwissenschaften Chemie
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Advanced Chemical Kinetics