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Chemical reactions, kinetics recombination

In general, various types of traps and recombination centers may be present, and their involvement in the reaction kinetic process will greatly change with temperature. The temperature range in which a specific range dominates must, therefore, be determined. This is most conveniently achieved with the aid of nonisothermal temperature scans, during which TSL and TSC are monitored. Of course, the microscopic physical and chemical nature of traps cannot be determined with these methods. [Pg.9]

The discussion of Kapral s kinetic theory analysis of chemical reaction has been considered in some detail because it provides an alternative and intrinsically more satisfactory route by which to describe molecular scale reactions in solution than using phenomenological Brownian motion equations. Detailed though this analysis is, there are still many other factors which should be incorporated. Some of the more notable are to consider the case of a reversible reaction, geminate pair recombination [286], inter-reactant pair potential [454], soft forces between solvent molecules and with the reactants, and the effect of hydrodynamic repulsion [456b, 544]. Kapral and co-workers have considered some of the points and these are discussed very briefly below [37, 285, 286, 454, 538]. [Pg.353]

The translational temperature Tt plays an important kinetic role. At high temperatures chemical reactions are fast, and — in view of the decreasing rate of surface recombination of atoms — the energy exchange of the system with the environment becomes slower. Consequently, the theoretical model can be applied to such systems (for comparison see Table 1 in43)). The actual equilibrium concentration of the volatile reaction products — CN in the present case - may be reduced by dissociative de-excitation of electronically excited species (cf. also the system C/H2). [Pg.152]

Born-Oppenheimer molecular dynamics simulations for neutral and ionized phenol-water clusters are reported. The results for [C6H50D-(H20)4],+ illustrate how the PT dynamics is coupled to fluctuations of the solvent. The kinetics of PT/recombination in [C6H50D-(H20)4] + clusters is related to strong fluctuations of the electrostatic field of the water molecules and this relationship points out the relevance of investigating the electronic properties of the HB network for understanding chemical reaction in solution. [Pg.131]

Chemical kinetics is the study of the rate or speed of a chemical reaction. Energy for reactions is provided by molecular collisions. If this energy is sufficient, bonds may break, and atoms may recombine in a different arrangement, producing product. A collision producing one or more product molecules is termed an effective collision. [Pg.232]

The most conventional non-equilibrium plasma-chemical systems that produce diamond films use H2-CH4 mixture as a feed gas. Plasma activation of this mixture leads to the gas-phase formation of hydrogen atoms, methyl radicals (CH3), and acetylene (C2H2), which play a major role in further film growth. Transport of the gas-phase active species to the substrate is mostly provided by diffusion. The substrate is usually made from metal, silicon, or ceramics and is specially treated to create diamond nucleation centers. The temperature of the substrate is sustained at the level of 1000-1300 K to provide effective diamond synthesis. The synthesis of diamond films is provided by numerous elementary surface reactions. Four chemical reactions in particular describe the most general kinetic features of the process. First of all, surface recombination of atomic lydrogen from the gas phase into molecular hydrogen returns back to the gas phase ... [Pg.672]


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