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Chemical reaction barriers

The current status of the models of fluctuational and deformational preparation of the chemical reaction barrier is discussed in the Section 3. Section 4 is dedicated to the quantitative description of H-atom transfer reactions. Section 5 describes heavy-particle transfer models for solids, conceptually linked with developing notions about the mechanism of low-temperature solid-state chemical reactions. Section 6 is dedicated to the macrokinetic peculiarities of solid-state reactions in the region of the rate constant low-temperature plateau, in particular to the emergence of non-thermal critical effects determined by the development of energetic chains. [Pg.362]

Partially hydroxylated silica clusters are able to interact at long distances by dipole-dipole interactions, followed by attraction. At short distances, reaction may occure without any chemical reaction barrier of ordinary siloxane bonds, if silica particles contain one-coordinated oxygen and/or three-coordinated silicon atoms at their surfaces. In any other cases, without a coverage of chemically active groups, silica particles are able to interact by surface hydroxyl groups with formation of H- onds (Figs. 5(3) and 5(4)). [Pg.733]

Silica particles are able to undergo interactions. All clusters studied have significant dipole moments and at long distances they may interact with mutual attraction and orientation. At short distances the result of cluster-cluster interactions depends on the chemical behavior of the surface. Silica surfaces without terminal hydroxyl groups react without any chemical reaction barrier and produce bigger particles, without borders between clusters, and the system is connected by siloxane bonds (Fig. 4(1)), whereas this pathway may lead to bulky glass. [Pg.737]

This switching off of the cross section at high field strengths is, as we see (in Fig. 6), accompanied by a depression of a region of the dressed state potential surface this may be a way in which, e.g., chemical reaction barriers may be lowered. [Pg.425]

It should be emphasized that isomerization is by no means the only process involving chemical reactions in which spectroscopy plays a key role as an experimental probe. A very exciting topic of recent interest is the observation and computation [73, 74] of the spectral properties of the transition state [6]—catching a molecule in the act as it passes the point of no return from reactants to products. Furthennore, it has been discovered from spectroscopic observation [75] that molecules can have motions that are stable for long times even above the barrier to reaction. [Pg.74]

The probability matrix plays an important role in many processes in chemical physics. For chemical reactions, the probability of reaction is often limited by tunnelling tlnough a barrier, or by the fonnation of metastable states (resonances) in an intennediate well. Equivalently, the conductivity of a molecular wire is related to the probability of transmission of conduction electrons tlttough the junction region between the wire and the electrodes to which the wire is attached. [Pg.964]

Figure C3.5.1. (a) Vibrational energy catalyses chemical reactions. The reactant R is activated by taking up the enthalpy of activation j //Trom the bath. That energy plus the heat of reaction is returned to the bath after barrier... Figure C3.5.1. (a) Vibrational energy catalyses chemical reactions. The reactant R is activated by taking up the enthalpy of activation j //Trom the bath. That energy plus the heat of reaction is returned to the bath after barrier...
In calculating the system and barrier failures, consideration should be given to radiation embrittlement, chemical reactions, thermal shock, and metal fatigue. [Pg.310]

Chemical reaction rates increase with an increase in temperature because at a higher temperature, a larger fraction of reactant molecules possesses energy in excess of the reaction energy barrier. Chapter 5 describes the theoretical development of this idea. As noted in Section 5.1, the relationship between the rate constant k of an elementary reaction and the absolute temperature T is the Arrhenius equation ... [Pg.245]

Orbital energy is usually the deciding factor. The chemical reactions that we observe are the ones that proceed quickly, and such reactions typically have small energy barriers. Therefore, chemical reactivity should be associated with the donor-acceptor orbital combination that requires the smallest energy input for electron movement. The best combination is typically the one involving the HOMO as the donor orbital and the LUMO as the acceptor orbital. The HOMO and LUMO are collectively referred to as the frontier orbitals , and most chemical reactions involve electron movement between them. [Pg.19]

Strain can affect the rate of a chemical reaction in different ways. If strain increases, i.e., if the transition state is more strained than the reactant, then the barrier will be higher and the reaction will be slower. On the other hand, if strain is relieved during the reaction, the reaction will be faster. [Pg.95]


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See also in sourсe #XX -- [ Pg.362 ]




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