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Processes transfer

An infinitesimal transfer of glycine from the sohd phase to the solution at constant temperature, pressure, and composition of solution results in a corresponding change dJ in the thermodynamic property J of the system composed of crystalline glycine and a 1-molal aqueous solution of glycine. The application of Equation (9.32) leads to the expression [Pg.423]

Equation (18.49) can be integrated to obtain the change in J for the solution of one mole of glycine in an inhnite volume of solution of molality m2- [Pg.424]

For the case in which J represents the volume of the system, we can use the data (Table 18.3) of Gucker et al. [1] on the partial molar volumes in aqueous glycine [Pg.424]

TABLE 18.3. Partial Molar Volumes in Aqueous Solutions of Glycine [Pg.424]

the volume change for Equation (18.47) is the sum of the volume change for the disappearance of one mole of sohd glycine, — V 2(s and the volume change for the addition of one mole of sohd glycine to a large volume of solution with m2 = 1, ym2- [Pg.425]


Were we can give these equations for the heat transfer process along radius R. The other processes of heat transfer can be simulated analogously by changing formula for heat transfer area and distances between centers of cells. For Dirichlet cells, bordering a gas medium, an equation of heat balance can be written in the form ... [Pg.419]

Electrochemistry is concerned with the study of the interface between an electronic and an ionic conductor and, traditionally, has concentrated on (i) the nature of the ionic conductor, which is usually an aqueous or (more rarely) a non-aqueous solution, polymer or superionic solid containing mobile ions (ii) the structure of the electrified interface that fonns on inunersion of an electronic conductor into an ionic conductor and (iii) the electron-transfer processes that can take place at this interface and the limitations on the rates of such processes. [Pg.559]

Fe /Fe couple, following the change in the ligand-ion distance as the critical reaction variable during the transfer process. [Pg.604]

A3.8.5 SOLVENT EFFECTS IN QUANTUM CHARGE TRANSFER PROCESSES... [Pg.893]

In this section, the results of a computational study 48 will be used to illustrate the effects of the solvent—and the significant complexity of these effects—in quantum charge transfer processes. The particular example... [Pg.893]

In this chapter we shall first outline the basic concepts of the various mechanisms for energy redistribution, followed by a very brief overview of collisional intennoleciilar energy transfer in chemical reaction systems. The main part of this chapter deals with true intramolecular energy transfer in polyatomic molecules, which is a topic of particular current importance. Stress is placed on basic ideas and concepts. It is not the aim of this chapter to review in detail the vast literature on this topic we refer to some of the key reviews and books [U, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, and 32] and the literature cited therein. These cover a variety of aspects of tire topic and fiirther, more detailed references will be given tliroiighoiit this review. We should mention here the energy transfer processes, which are of fiindamental importance but are beyond the scope of this review, such as electronic energy transfer by mechanisms of the Forster type [33, 34] and related processes. [Pg.1046]

The fimdamental kinetic master equations for collisional energy redistribution follow the rules of the kinetic equations for all elementary reactions. Indeed an energy transfer process by inelastic collision, equation (A3.13.5). can be considered as a somewhat special reaction . The kinetic differential equations for these processes have been discussed in the general context of chapter A3.4 on gas kmetics. We discuss here some special aspects related to collisional energy transfer in reactive systems. The general master equation for relaxation and reaction is of the type [H, 12 and 13, 15, 25, 40, 4T ] ... [Pg.1050]

Note that in the low pressure limit of iinimolecular reactions (chapter A3,4). the unimolecular rate constant /fu is entirely dominated by energy transfer processes, even though the relaxation and incubation rates... [Pg.1053]

The master equation treatment of energy transfer in even fairly complex reaction systems is now well established and fairly standard [ ]. However, the rate coefficients kjj or the individual energy transfer processes must be established and we shall discuss some aspects of this matter in tire following section. [Pg.1053]

Given such a reference, we can classify various mechanisms of energy transfer either by the probability tiiat a certain energy transfer process will occur in a Leimard-Jones reference collision , or by the average energy transferred by one Leimard-Jones collision . [Pg.1054]

With this convention, we can now classify energy transfer processes either as resonant, if IA defined in equation (A3.13.81 is small, or non-resonant, if it is large. Quite generally the rate of resonant processes can approach or even exceed the Leimard-Jones collision frequency (the latter is possible if other long-range potentials are actually applicable, such as by pennanent dipole-dipole interaction). [Pg.1054]

In the experimental and theoretical study of energy transfer processes which involve some of the above mechanisms, one should distingiush processes in atoms and small molecules and in large polyatomic molecules. For small molecules a frill theoretical quantum treatment is possible and even computer program packages are available [, and ], with full state to state characterization. A good example are rotational energy transfer theory and experiments on Fie + CO [M] ... [Pg.1055]

Steinfeld J I and Klemperer W 1965 Energy-transfer processes in monochromatically excited iodine molecules. I. Experimental resulted. Chem. Phys. 42 3475-97... [Pg.1085]

Levanon H and Mobius K 1997 Advanced EPR spectroscopy on electron transfer processes in photosynthesis and biomimetic model systems Ann. Rev. Biophys. Biomol. Struct. 26 495-540... [Pg.1620]

CFIDF end group, no selective reaction would occur on time scales above 10 s. Figure B2.5.18. In contrast to IVR processes, which can be very fast, the miennolecular energy transfer processes, which may reduce intennolecular selectivity, are generally much slower, since they proceed via bimolecular energy exchange, which is limited by the collision frequency (see chapter A3.13). [Pg.2137]

Baer M, Niedner-Shcattenburg G and Toennies J P 1989 A 3-dimensional quantum mechanical study of vibrationally resolved charged transfer processes in H at = 20 eV J. Chem. Phys. 91 4169... [Pg.2330]

Figure C2.4.4. Schematic diagram of tire transfer process of LB fiims onto a hydrophiiic substrate. Verticai upward and downward strokes resuit in hydrophobic and hydrophiiic surfaces, respectiveiy. Figure C2.4.4. Schematic diagram of tire transfer process of LB fiims onto a hydrophiiic substrate. Verticai upward and downward strokes resuit in hydrophobic and hydrophiiic surfaces, respectiveiy.
Viappiani C, Bonetti G, Carcelli M, Ferrari F and Sternieri A 1998 Study of proton transfer processes in... [Pg.2969]

Electron transfer reactions are conceptually simple. The coupled stmctural changes may be modest, as in tire case of outer-sphere electron transport processes. Otlier electron transfer processes result in bond fonnation or... [Pg.2971]

Ulstrup J 1979 Charge Transfer Processes in Condensed Media (Berlin Springer)... [Pg.2995]

Almost all aspects of the field of chemistry involve tire flow of energy eitlier witliin or between molecules. Indeed, tire occurrence of a chemical reaction between two species implies tire availability of some minimum amount of energy in tire reacting system. The study of energy transfer processes is tluis a topic of fundamental importance in chemistry. Energy transfer in gases is of particular interest partly because very sophisticated methods have been developed to study such events and partly because gas phase processes lend tliemselves to very complete and detailed tlieoretical analysis. [Pg.2996]

Berendsen, H.J.C., Mavri, J. Simulating proton transfer processes Quantum dynamics embedded in a classical environment. In Theoretical Treatments of Hydrogen Bonding, D. Hadzi, ed., Wiley, New York (1997) 119-141. [Pg.33]

Bala, P., Lesyng, B., McCammon, J.A. Application of quantum-classical and quantum-stochastic molecular dynamics simulations for proton transfer processes. Chem. Phys. 180 (1994) 271-285. [Pg.34]

Step 6 Proton transfer processes yielding ammonium ion and the carboxylic acid ... [Pg.865]


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See also in sourсe #XX -- [ Pg.111 , Pg.113 ]

See also in sourсe #XX -- [ Pg.24 ]

See also in sourсe #XX -- [ Pg.33 ]




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