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Biochemistry and Physiology. Monomolecular (first order) chemical reaction k A  P A – reactant, P – product, R(t) – reactant concentration C(t) – product.

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Presentation on theme: "Biochemistry and Physiology. Monomolecular (first order) chemical reaction k A  P A – reactant, P – product, R(t) – reactant concentration C(t) – product."— Presentation transcript:

1 Biochemistry and Physiology

2 Monomolecular (first order) chemical reaction k A  P A – reactant, P – product, R(t) – reactant concentration C(t) – product concentration k – reaction rate

3 - Exponential decay Equations

4 012345678910 0 5 15 20 25 30 35 40 45 50 Concentrations time Product C(t)=A(1-exp(-kt)) Reactant R(t)=A exp(-kt) Monomolecular reaction

5 Second order reaction k A+B  C+D A,B – reactants (substrates), C,D – products, a(t), b(t) – reactants concentrations c(t), d(t) – product concentrations k – reaction rate

6 Equations – law of mass action

7 Phase portrait Equilibria depend on initial conditions

8

9 Second order bi-directional reaction k + A+B C+D k - A,B – reactants (substrates), C,D – products, a(t), b(t) – reactants concentrations c(t), d(t) – product concentrations k + k - – reaction rates

10 Equations

11 Phase portraits

12 Equilibria

13 Enzyme catalyzed reactions k + k 2 E + S ES E + P k - e(t), s(t) - enzyme and substrate molar concentrations x(t), p(t) – compund (ES) and product molar concentrations

14 Equations, Michaelis – Menten model

15 Rate of compound concentration change = - rate of free enzyme concentration change

16

17 k + E + S ES k - is much faster than k 2 ES E + P

18

19 Michaelis – Menten equation

20 Ligand – receptor interaction model

21 k + G + R GR k - g(t) – molar concentration of free ligand r(t) - molar concentration of free receptor x(t) – molar concentration of bindings

22 Law of mass action


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