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Excess entropy production rate

We all widely utilize aspects of the first law of thermodynamics. The first law mainly deals with energy balance regardless of the quality of that part of the energy available to perform work. We define first law efficiency or thermal efficiency as the ratio of the work output to total rate of heat input, and this efficiency may not describe the best performance of a process. On the other hand, the second law brings out the quality of energy, and second law efficiency relates the actual performance to the best possible performance under the same conditions. For a process, reversible work is the maximum useful work output. If the operating conditions cause excessive entropy production, the system will not be capable of delivering the maximum useful output. [Pg.155]

Second-law analysis can determine the level of energy dissipation from the rate of entropy production in the system. The entropy production approach is especially important in terms of process optimality since it allows the entropy production of each process to be determined separately. The map of the volumetric entropy production rate identifies the regions within the system where excessive entropy production occurs due to irreversible processes. Minimizing of excessive irreversibilities allows a thermodynamic optimum to be achieved for a required task. Estimation of the trade-offs between the various contributions to the rate of entropy production may be helpful for attaining thermodynamically optimum design and operation. [Pg.156]

The result (2.143) is the same as (2.49). It states that the rate of excess entropy production is positive for a stationary state close to equilibrium. At steady state, the rate of entropy production is minimum. [Pg.61]

Here AH is the standard enthalpy change of reaction AS the standard reaction entropy change R the gas constant T the temperature /(eq the equilibrium constant for the reaction, given simply by the product of concentrations (activities in reality) of all the products to the power of their stoichiometric coefficients over the same product for reactants m the number of products / / the forward rate constant kr the reverse rate constant n, the stoichiometric coefficient of species i and 1 the number of reactants. A AG value below zero indicates a reaction with an equilibrium point where there is an excess of products over reactants, a... [Pg.13]

To deduce (2.140) we have used (2.28) in which E and V are constant. The expression for the excess rate of entropy production is... [Pg.61]

Far from equilibrium, the excess rate of entropy production may become negative and the system may become unstable. It will not converge to a steady state because the excess rate of entropy production will not become a minimum. Oscillations of the reaction may be the result. [Pg.62]

A long series on acid-catalysed hydrolysis of bridged bi- and tri-cyclic compounds has continued in a study of the kinetics of the hydrolysis of exo- and cndb-2-methoxy-norbornanes. A high exolendo rate ratio (8850 at 308 K in 7 m perchloric acid), positive entropies of activation, the parameters of the excess acidity equation, and the products are in agreement with hydrolysis by the A-1 mechanism. [Pg.343]

The large activation entropies observed for the dissociations of the bromo- and iodobenzene cations are compatible with a maximum entropy analysis of the product energy distributions, which leads to a nearly complete (about 80%) phase sample sampling. As illustrated in Figure 1, an excess energy of about 0.7 eV, called the kinetic shift is necessary to bring the rate constant above 10 so that dissociation can be detected in the metastable window. [Pg.967]


See other pages where Excess entropy production rate is mentioned: [Pg.232]    [Pg.234]    [Pg.232]    [Pg.234]    [Pg.55]    [Pg.77]    [Pg.55]    [Pg.152]    [Pg.481]    [Pg.241]    [Pg.206]    [Pg.2]    [Pg.146]    [Pg.249]    [Pg.120]    [Pg.558]    [Pg.84]    [Pg.24]    [Pg.275]   
See also in sourсe #XX -- [ Pg.232 ]




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