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Biochemical Energetics

Molecular Biochemistry I

http://www.rpi.edu/dept/bcbp/molbiochem/MBWeb/mb1/part2/bioener.htm

Contents of this page:
Free energy changes & equilibrium constants
Energy coupling
"High energy" bonds
Thermodynamics vs kinetics
Introduction to oxidation/reduction

The free energy change (DG) of a reaction determines its spontaneity. The free energy change (DG), and its relation to equilibrium constant, are discussed on p. 57-59 of Biochemistry 3rd Edition by Voet & Voet. A reaction is spontaneous if DG is negative (if the free energy of the products is less than the free energy of the reactants).

DG = change in free energy, DGo'= standard free energy change (with 1 M reactants and products, at pH 7), R = gas constant, T = absolute temperature.

Note that the standard free energy change (DGo') of a reaction may be positive, for example, and the actual free energy change (DG) negative, depending on cellular concentrations of reactants and products. Many reactions for which DGo' is positive are spontaneous because other reactions cause depletion of products or maintenance of high substrate concentrations.

At equilibrium, DGequals zero.Solving forDGo'yields the relationship at left. K'eq, the ratio [C][D]/[A][B] at equilibrium, is called the equilibrium constant. An equilibrium constant greater than one(more products than reactants at equilibrium) indicates aspontaneous reaction (negative DG°').

The variation of equilibrium constant with DGo' is shown in the table below.

Keq DGo' (kJ/mol) Starting with 1 M reactants and products, the reaction:
104 – 23 proceeds forward (spontaneous)
102 – 11 proceeds forward (spontaneous)
100 = 1   is at equilibrium
10–2 + 11 proceeds in reverse
10–4 + 23 proceeds in reverse

Energy coupling is discussed on p. 59-60 & 566-567.

Examples of different types of coupling:

A. Some enzyme-catalyzed reactions are interpretable as two coupled half-reactions, one spontaneous and the other non-spontaneous. At the enzyme active site, the coupled reaction is kinetically facilitated, while the individual half-reactions are prevented. The free energy changes of the half-reactions may be summed, to yield the free energy of the coupled reaction.

For example, in the reaction catalyzed by the Glycolysis enzyme Hexokinase, the two half-reactions are:

Coupled reaction: ATP + glucose « ADP + glucose-6-P.. DGo' = -17 kJoules/mol
The structure of the enzyme active site, from which water is excluded, prevents the individual hydrolytic reactions, while favoring the coupled reaction.

B. Two separate enzyme-catalyzed reactions occurring in the same cellular compartment, one spontaneous and the other non-spontaneous, may be coupled by a common intermediate (reactant or product).

A hypothetical, but typical, example involving pyrophosphate:

Overall: A + ATP + H2O « B + AMP + 2Pi... DGo' = –18 kJ/mol

Pyrophosphate (PPi) is often the product of a reaction that needs a driving force. Its spontaneous hydrolysis, catalyzed by Pyrophosphatase enzyme, drives the reaction for which PPi is a product. For an example of such a reaction, see the discussion of cAMP formation below.

C. Ion transport may be coupled to a chemical reaction, e.g., hydrolysis or synthesis of ATP. In the diagram at right and below, water is not shown. It should be recalled that the ATP hydrolysis/synthesis reaction is ATP + H2O «ADP + Pi. Equivalent to equation 20-3 on p. 727, the free energy change (electrochemical potential difference) associated with transport of an ion S across a membrane from side 1 to side 2 is represented below.

 

R = gas constant, T = temperature, Z = charge on the ion, F = Faraday constant, and DY = voltage across the membrane.

Since free energy changes are additive, the spontaneous direction for the coupled reaction will depend on the relative magnitudes of:


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Основные направления и методы борьбы с загрязнением окружающей среды. Место химических производств в концепции устойчивого развития. Часть 1| quot;High Energy" Bonds

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