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Energy Effects Associated with Chemical Reactions

Pure gas at unit fugacity (for an ideal gas the fugacity is unity at a pressure of 1 bar this approximation is valid for most real gases) Pure liquid in the most stable form at 1 bar Pure solid in the most stable form at 1 bar [Pg.5]

2 ENERGY EFFECTS ASSOCIATED WITH CHEMICAL REACTIONS [Pg.5]

In chemical kinetics there are two types of processes for which one is typically interested in changes in these energy functions  [Pg.5]

A chemical process whereby stoichiometric quantities of reactants, each in its standard state, are completely converted to stoichiometric amounts of products, each in its standard state, under conditions such that the initial temperature of the reactants is equal to the final temperature of the products. [Pg.5]

An actual chemical process as it might occur under either equilibrium or nonequilibrium conditions in a chemical reactor. [Pg.5]


Energy Effects Associated with Chemical Reactions... [Pg.7]

In practice the heat effects associated with chemical reactions result in nonisothermal conditions. In the case of a batch reactor the temperature changes as a function of time, whereas an axial temperature profile is established in a plug flow reactor. The application of the law of conservation of energy, in a similar... [Pg.260]

In the next sections, the design equations for the three ideal reactor t)q>es will be derived for isothermal conditions. In practice, the heat effects associated with chemical reactions usually result in non-isothermal conditions. The application of the law of conservation of energy leads to the so-called energy balance equation. This derivation is analogous to the derivation of the mass balance equations, and will not be treated here (see for instance, [4,5]). However, it should be noted that under non-isothermal conditions, the energy balance equation should always be solved simultaneously with the corresponding mass balance equation, since the reaction rate depends not only on composition but also on temperature. [Pg.386]

The thermal-energy equation has no explicit source term to describe the heat release associated with chemical reaction. Nevertheless, as stated, the thermal-energy equation does fully accommodate chemical reaction. As is described subsequently, the thermal effects of chemical heat release are captured in the enthalpy term on the left-hand side. [Pg.114]

Thermochemistry is concerned with the study of thermal effects associated with phase changes, formation of chemical compouncls or solutions, and chemical reactions in general. The amount of heat (Q) liberated (or absorbed) is usually measured either in a batch-type bomb calorimeter at fixed volume or in a steady-flow calorimeter at constant pressure. Under these operating conditions, Q= Q, = AU (net change in the internal energy of the system) for the bomb calorimeter, while Q Qp = AH (net change in the enthalpy of the system) for the flow calorimeter. For a pure substance. [Pg.351]

Rates of chemical reactions always have a bearing on ignition, extinction, and flammability limits. There are many situations in which analyses of these phenomena reasonably may employ one-step, Arrhenius approximations to the rates. This fact enables common theories to be developed on the basis of energy considerations, which serve to correlate a number of different observed characteristics of ignition, quenching, and flammability limits. We shall focus our attention here on results explained by energy-conservation requirements and heat losses. In so doing, we exclude the consideration of special effects associated with finer details of chemical kinetics, such as radical diffusion or surface reactions. [Pg.266]

Fig. 12 Free-energy profile for hydrolysis of cAMP, compared with trimethylene phosphate. Both nucleophilic substitution reactions are depicted without the intermediacy of a TBP species, (a) Solvent-dependent destabilization refers to the effect associated with orientation of 0(5). b) Geometric destabilization in cAMP caused by tram ring fusion, (c) Enthalpy of hydrolysis of unsubstituted cyclic phosphate, (d) Solvent-dependent stabilization refers to the gauche-e ect contribution from free rotation about C(4)—C(5). (Reproduced with permission from Gerlt et al. (1980b). Copyright (1980) American Chemical Society.)... Fig. 12 Free-energy profile for hydrolysis of cAMP, compared with trimethylene phosphate. Both nucleophilic substitution reactions are depicted without the intermediacy of a TBP species, (a) Solvent-dependent destabilization refers to the effect associated with orientation of 0(5). b) Geometric destabilization in cAMP caused by tram ring fusion, (c) Enthalpy of hydrolysis of unsubstituted cyclic phosphate, (d) Solvent-dependent stabilization refers to the gauche-e ect contribution from free rotation about C(4)—C(5). (Reproduced with permission from Gerlt et al. (1980b). Copyright (1980) American Chemical Society.)...

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