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16        Basics



             Energetics                                       the amount of matter reacting (in mol).
                                                              Although absolute values for free enthalpy G
             To obtain a better understanding of the pro-     cannot be determined, ∆G can be calculated
             cesses involved in energy storage and conver-    from the equilibrium constant of the reaction
             sion in living cells, it may be useful first to  (see p.18).
             recall the physical basis for these processes.

                                                              B. Energetics and the course of processes
             A. Forms of work
                                                              Everyday experience shows that water never
             There is essentially no difference between       flows uphill spontaneously. Whether a partic-
             work and energy. Both are measured in joule      ular process can occur spontaneously or not
             (J = 1 N  m). An outdated unit is the calorie    depends on whether the potential difference
             (1 cal = 4.187 J). Energy is defined as the abil-  between the final and the initial state, ∆P=
             ity of a system to perform work. There are       P 2 –P 1 , is positive or negative. If P 2 is smaller
             many different forms of energy—e. g., me-        than P 1 ,then ∆Pwill benegative, andthe
             chanical, chemical, and radiation energy.        process will take place and perform work.
                A system is capable of performing work        Processesof thistype are called exergonic
             when matter is moving along a potential gra-     (B1). If there is no potential difference, then
             dient. This abstract definition is best under-   the system is in equilibrium (B2). In thecaseof
             stood by an example involving mechanical         endergonic processes, ∆P is positive (B3).
             work (A1). Due to the earth’s gravitational      Processesof thistype do not proceed sponta-
             pull, the mechanical potential energy of an      neously.
             object is the greater the further the object is     Forcing endergonic processes to take place
             away from the center of the earth. A potential   requires the use of the principle of energetic
             difference (∆P) therefore exists between a       coupling. This effect can be illustrated by a
             higher location and a lower one. In a waterfall,  mechanical analogy (B4). When two masses
             the water spontaneously follows this poten-      M 1 and M 2 are connected by a rope, M 1 will
             tial gradient and, in doing so, is able to per-  move upward even though this part of the
             form work—e. g., turning a mill.                 processisendergonic. The sum of the two
                Work and energy consist of two quantities:    potential differences (∆P eff = ∆P 1 + ∆P 2 )is
             an intensity factor, which is a measure of the   the determining factor in coupled processes.
             potential difference—i. e., the “driving force”  When ∆P eff is negative, the entire process can
             of theprocess—(hereit is the height differ-      proceed.
             ence) and a capacity factor,which is a mea-         Energetic coupling makes it possible to
             sure of the quantity of the substance being      convert different forms of work and energy
             transported (here it is the weight of the        into one another. For example, in a flashlight,
             water). In the case of electrical work (A2),     an exergonic chemical reaction provides an
             the intensity factor is the voltage—i. e., the   electrical voltage that can then be used for
             electrical potential difference between the      the endergonic generation of light energy. In
             source of the electrical current and the         the luminescent organs of various animals, it
             “ground,” while the capacity factor is the       is a chemical reaction that produces the light.
             amount of charge that is flowing.                In the musculature (see p. 336), chemical en-
                Chemical work and chemical energy are         ergy is converted into mechanical work and
             defined in an analogous way. The intensity       heat energy. A form of storage for chemical
             factor here is the chemical potential of a mol-  energy that is used in all forms of life is aden-
             ecule or combination of molecules. This is       osine triphosphate (ATP; see p.122). Ender-
             stated as free enthalpy G (also known as         gonic processes are usually driven by cou-
             “Gibbs free energy”). When molecules spon-       pling to the strongly exergonic breakdown
             taneously react with one another, the result is  of ATP (see p.122).
             products at lower potential. The difference in
             the chemical potentials of the educts and
             products (the change in free enthalpy, 'G)is
             ameasure of the “driving force” of the reac-
             tion. The capacity factor in chemical work is


           Koolman, Color Atlas of Biochemistry, 2nd edition © 2005 Thieme
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