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Oscillatory chemical reactions: The tomita-kitahara model
Biosystems, 1977Biological clocks share with excitable membrane (nerve, muscle) the requirement that the chemical systems that underlie them have unstable steady states, and hence are capable of limit-cycle oscillations. A particularly simple model of a chemical oscillator is discussed, especially with reference to the reverse reaction, which tends to damp the ...
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Mathematical Modeling of Chemical Reactions
1970Publisher Summary A chemical reaction is no exception, because it does possess some true mechanism that is descriptive of every microscopic detail of the reaction. In practice, of course, a complete description of this mechanism cannot be obtained and approximations must be made.
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Model calculation on branched chemical reactions
Chemical Physics Letters, 1972Abstract A quantum mechanical model calculation on the reaction Cl + IBr→CII + Br or →I + CIBr suggests that the preference of the less exothermic product in the energy range E ≈ 3.5 kcal/mole may be due to resonances between quantum states of the reactants with the favoured product configuration.
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Numerical modeling of chemical reaction mechanisms
Tetrahedron Computer Methodology, 1990Abstract This paper describes a program for modeling complex chemical reaction mechanisms. The described program constructs the required differential equations from a symbolic description of the reactions and solves the equations numerically. The program can also fit the model to observed data by adjusting user selected rate constants.
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String model of chemical reaction coordinate
Journal of Mathematical Chemistry, 1991A geometrical model for estimating the effects of external fields upon a reaction path is proposed. The reaction path is defined as the intrinsic reaction coordinate (IRC) which is treated as a “string”. The IRC frame is introduced in order to uniquely determine the attitude of the string with respect to the reaction medium. The string is thrown in the
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A Brief Introduction to Chemical Reaction Optimization
Chemical Reviews, 2023Connor J Taylor +2 more
exaly
Modelling Isothermal Waves of Chemical Reaction
1990Autocatalysis forms the basis for propagating waves of isothermal chemical reaction. When autocatalysis is represented by the “mass action” cubic and quadratic forms (A + 2B → 3B and A + B → 2B respectively), extremely simple prototypes are generated. They apply very well to more complex schemes.
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Mathematical Models of Chemical Reactions
Advances in Applied Probability, 1980openaire +1 more source
Reaction: System for Modeling Chemical Reactions
Journal of Chemical Information and Computer Sciences, 1995openaire +1 more source

