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The G values for the products (right side of the equation) are summed and the G values f f for the reactants (left side of the equation) are subtracted, taking care to ensure that the arithmetic signs are correct. Biochemical reactions under physiological conditions (for microbiologists) For evaluations of changes of free energy under actual physiological conditions, many assumptions made by chemists are not really relevant. Under environmentally relevant conditions, the concentrations of substrates and products are not 1 M and the partial pressures are not 1 atm. One way to compensate for deviations from standard conditions is to adjust calculations according to the Nernst equation, because the change in Gibbs free energy values of a reaction are directly linked to its equilibrium constant. This is re ected in G values. For a hypothetical reaction: aA + bB cC + dD G values are calculated by using the mass equation: G = G + RT ln [C]c[D]d/[A]a[B]b where R is a constant (8.29 J/mol/ K) and T is temperature in K. Under dynamic biological conditions that feature very low concentrations of some reactants and products, free energy yields can shift drastically from those predicted under standard conditions.

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8

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using the Lagrangian ( uid element following) coordinate frame and those using the Eulerian ( xed in space) coordinate frame for computation. The Lagrangian coordinate frame is easiest to implement in one dimensional ows but becomes quite complex in three dimensions, so Eulerian simulations are the most common. The main exception is particle or uid element tracking simulations which use the C-D model to simulate local mixing and chemical reaction. Table 13-12 summarizes the main simulation methods that have been or are in use. In the discussion that follows, Eulerian methods based on time-averaged (or Reynolds-averaged) balance equations for the component concentrations and segregation will be emphasized, but the Lagrangian-oriented engulfment model and Monte Carlo coalescence dispersion models are also presented.

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In Hall thrusters, the gas flow is split between the anode inside the discharge channel and the hollow cathode:

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