Question#2Write down the complete set of chemical reaction equations and the corresponding coupled ordinary differential rate equations for the “CombustionModel B”, using the notation for “forward” and “backward” rate coefficients introduced above; or use additional sub- or superscripts (+ and -), e.g., like this: k1+for “reaction 1-forward”,k1- for“reaction 1-backward”,etc. …, to distinguish“forward” and “backward”, respectively. That’s easier to type!Specifically, do this:a) Write down the chemical reaction equation (in standard “chemistry notation”)for each reaction in the network. Combine each forward and corresp. backward reaction into a single equation.b) Write down the rate equation for each species, with terms from all contributing reactions combined into a single rate function on the right-hand side, as illustrated above for “Combustion Model A”.c) How many such rate equations are there ?d) Clearly identify (list!) all the parameters whose values must begiven/known, in order to be able get a unique solution to the model.Clearly define your notation ! Use standard chem. notation, like [H], [H2O] …etc., to denote concentrations.%
PLACE THIS ORDER OR A SIMILAR ORDER WITH COLLEGE NURSING PAPERS AND GET AN AMAZING DISCOUNT!
