Enzyme catalyzed reactions take place within the active site.
An active site provides a specific environment in which a given reaction can occur more rapidly.
A substrate is the molecule that is bound to the active site and is acted upon by the enzyme.
Simple enzymatic reactions can be written as E + S -> ES -> EP -> E + P. Here, E, S, and P represent the enzyme, substrate, and product and ES and EP are transient complexes of the enzyme.
The ground state is the starting point for wither the forward or reverse reaction.
The transition state is the point at which decay to substrate or product are equally likely.
Biochemical standard free energy change, or delta G prime degree, is the standard free energy change at pH 7.
Activation energy, delta G transition state, is the difference between the ground state energy level and the transition state energy level.
Catalysts lower the activation energy and increase reaction rate.
Diagram
A) Reaction coordinate
B) Free energy
C) Substrates
D) Transition state
E) Products
F) ES
G) ES transition state
H) EP
I) Binding
J) Catalysis
Any enzyme that catalyzes the reaction S -> P also catalyzes P -> S.
Enzymes accelerate the interconversion of S and P.
Enzymes are not used up in the process.
The equilibrium point is unaffected by enzymes
A reaction intermediate is any species on the reaction pathway that has a finite chemical lifetime. For example, there are the ES and EP complexes.
The rate limiting step is the step in a reaction with the highest activation energy that determines the overall rate of the reaction.
Activation energies are barriers to chemical reactions.
Enzymes have developed to lower activation energies selectively to increase rates for reactions needed for cell survival.
Reaction equilibria are linked to the standard free energy change for the reaction, delta G prime degree.
Reaction rates are linked to the activation energy, delta G transitiion state.
The equilibrium constant, Keq, describes an equilibrium such as S and P.
Under standard conditions Keq' = [P] / [S].
From thermodynamics, delta G prime degree = -RT X lnK'eq
The rate of any reaction is determined by the concentration of reactant(s) and the rate constant, k.
For the unimolar reaction S -> P, a rate equation expresses the rate of reaction V= k X [S] where V is the velocity or the rate of the reaction and [S] is the concentration of the substrate.
In first order reactions, the rate depends only on the concentration of S and k has units of reciprocal time, such as s^-1.
In second order reactions, rate depends on the concentration of two different compounds or the reaction is between two molecules of the same compound. k has units of M^-1 X s^-1.
In second order reactions, V = k [S1] X [S2].
For transition state theory, k = (kt / h) X e^-delta Gtransition state/ RT where K is Boltzmann constant and h is Planck's constant.
The relationship between the rate constant k and activation energy delta G transition state is inverse and exponential.
Enzymes enhance rates in the ranges of 5 to 17 orders of magnitude.
Binding energy, delta G_B, is the energy derived from noncovalent enzyme substrate interaction.
Binding energy is mediated by hydrogen bonds, ionic interactions, and the hydrophobic effect.
Binding energy is the major source of free energy used by enzymes to lower the activation energy.
Covalent interactions between enzymes and substrate lower the activation energy.
The lock and key hypothesis says that enzymes are structurally complementary to their substrates, which would make for a poor enzyme.
The full complement of interactions between substrate and enzyme is formed only when the substrate reaches the transition state.
The sum of unfavorable activation energy, delta G transition state, and the favorable binding energy, delta G_B, results in a lower net activation energy.
Weak binding interactions between the enzyme and the substrate drive enzymatic catalysis.
Optimized binding energy in the transition state is accomplished by positioning a substrate in the active site, removed from water.