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Unimolecular electronic present

Since molecules can be very small (0.5-3 nm in length), unimolecular electronics (UE) may allow the ultimate reduction in scale of present-day Si-based inorganic electronics [108]. Four points must be considered. [Pg.804]

Changes in shape are not, of course, the only factors that can prevent electron-return. Other factors, such as a change in solvation or chemical reactions such as protonation, deprotonation, unimolecular break-down, rearrangement, etc., are summarised in Schemes 1 and 2. Some consequences of electron return are presented in Scheme 3. Here, AB stands for any species suffering the effects of radiation, including positive or negative ions as well as neutral molecules. [Pg.174]

This review will first concentrate on the unimolecular gas-phase chemistry of diene and polyene ions, mainly cationic but also anionic species, including some of their alicyclic and triply unsaturated isomers, where appropriate. Well-established methodology, such as electron ionization (El) and chemical ionization (Cl), combined with MS/MS techniques in particular cases will be discussed, but also some special techniques which offer further potential to distinguish isomers will be mentioned. On this basis, selected examples on the bimolecular gas-phase ion chemistry of dienes and polyenes will be presented in order to illustrate the great potential of this field for further fundamental and applied research. A special section of this chapter will be devoted to shed some light on the present knowledge concerning the gas-phase derivatization of dienes and polyenes. A further section compiles some selected aspects of mass spectrometry of terpenoids and carotenoids. [Pg.4]

Unimolecular reactions can, of course, also be induced by UV-laser pulses. As pointed out above, in order to reach a specific reaction channel, the electric field of the laser pulse must be specifically designed to the molecular system. All features of the system, i.e., the Hamiltonian (including relativistic terms), must be completely known in order to solve this problem. In addition, the full Schrodinger equation for a large molecular system with many electrons and nuclei can at present only be solved in an approximate way. Thus, in practice, the precise form of the laser field cannot always be calculated in advance. [Pg.203]

In this article, we present applications of CASVB to chemical reactions the unimolecular dissociation reaction of formaldehyde, H2CO — H2+CO [5], and a series of hydrogen exchange reactions, H2+X — H+HX (X-F, Cl, Br, and I). The method in this article is based on the occupation numbers of VB structures that are defined by the weights of the spin-paired functions in the CASVB functions, so that we could obtain a quantitative description of the nature of electronic structures and chemical bonds even during reactions. [Pg.56]

Figure 6.1-4 Illustration of Eq. 6.1-19, the time-dependent approach to continuum resonance Raman scattering. Shown is a 2 > 1> vibrational Raman transition in Bra for Aq = 457.9 nm excitation. As examples, (A), (B) and (C) show the potential curves of the relevant ground (X = continuous line) and excited (B = 7o+m, dashed line, and 77 = 7T , dotted line) electronic states, together with the absolute values of the coordinate representations of the initial state It >= 1 >, final state ]f >= 2 >, and the time-dependent state i(r) > at times / = 0, 20 and 40 fs, respectively. The excitation and de-excitation processes and the related unimolecular dissociations are indicated schematically by vertical and horizontal arrows. For clarity of presentation, the energy gap between state (> and f> is expanded (Ganz et al., 1990). Figure 6.1-4 Illustration of Eq. 6.1-19, the time-dependent approach to continuum resonance Raman scattering. Shown is a 2 > 1> vibrational Raman transition in Bra for Aq = 457.9 nm excitation. As examples, (A), (B) and (C) show the potential curves of the relevant ground (X = continuous line) and excited (B = 7o+m, dashed line, and 77 = 7T , dotted line) electronic states, together with the absolute values of the coordinate representations of the initial state It >= 1 >, final state ]f >= 2 >, and the time-dependent state i(r) > at times / = 0, 20 and 40 fs, respectively. The excitation and de-excitation processes and the related unimolecular dissociations are indicated schematically by vertical and horizontal arrows. For clarity of presentation, the energy gap between state (> and f> is expanded (Ganz et al., 1990).
Benzoic acid and most mono-substituted benzoic acids are stable with respect to decarboxylation in aqueous solution, even at a temperature of 100 °C. However, decarboxylation may occur with a measurable rate if either strong electron-withdrawing or strong electron-releasing substituents are present in the aromatic acid. The decarboxylation rate of 2,4,6-trinitrobenzoic acid is increased by addition of base to the aqueous solution, and it attains a maximum value when the substrate is completely transformed to the anion [236]. A carbon-13 isotope effect of ft, 2/ft, 3 = 1.036 (50 °C) has been observed [237]. There is no D20 solvent isotope effect [238]. These findings indicate that the mechanism of decarboxylation of 2,4,6-trinitrobenzoic acid is a unimolecular electrophilic substitution (SE1), viz. [Pg.73]

Figure 2.12 illustrates schematically the essential features of the thermodynamic formulation of ACT. If it were possible to evaluate A5 ° and A// ° from a knowledge of the properties of aqueous and surface species, the elementary bimolecular rate constant could be calculated. At present, this possibility has been realized for only a limited group of reactions, for example, certain (outer-sphere) electron transfers between ions in solution. The ACT framework finds wide use in interpreting experimental bimolecular rate constants for elementary solution reactions and for correlating, and sometimes interpolating, rate constants within families of related reactions. It is noted that a parallel development for unimolecular elementary reactions yields an expression for k analogous to equation 128, with appropriate AS °. [Pg.73]

Nucleophilic substitutions that occur in solution and in the gas phase, involving electron-pair mechanisms, have been described to follow characteristic processes between those of an S l and 8 2 mechanism (where S l stands for substitution nucleophilic unimolecular, and Sj 2, substitution nucleophilic bimolecular). These two different pathways present typical properties from both a kinetic point of view and the stereochemical relation between the starting material and the product [1],... [Pg.455]

Abstract Several examples are presented in order to illustrate the crucial role of high spin multiplicity electronic states on the formation and decomposition of the corresponding molecular systems. For instance, these states are good candidates where electronically excited, metastable negative ions can be found. Moreover, they are needed in order to explain fully unimolecular and bimolecular reaction pathways. During these reactions, the importance of the couplings between these states, such as vibronic and Renner-Teller, and with the states of lower spin multiplicity, such as spin-orbit, are pointed out. [Pg.235]

In ordinary unimolecular reaction rate theory, the usual assumptions of strong collisions and random distribution of the internal energy simply serve to wash out precisely those features of the molecular dynamics that become of primary importance in the cases of photochemical, chemical, and electron impact excitation. Whereas evaluation of all the consequences is incomplete at present, it is already clear that the representation of an excited molecule in terms of the properties of resonant scattering states holds promise for the elucidation of those aspects of the internal dynamics that are important in photochemistry. [Pg.164]

The free energy, enthalpy, entropy, and volume of the hydrated electron are measurable in principle from the temperature and pressure dependencies of the forward and reverse rates of the unimolecular reaction of this species with water to form hydrogen atom and hydroxide ion. Data presently available determine values only for free energies of activation in both directions and for enthalpy and entropy of activation in one direction. Values for the other properties can be predicted if it is assumed that the enthalpy, entropy, and volume of the hydrated electron can be calculated by extrapolating measurements on halide ions to the radius (2.98 A.) necessary to fit the free energy data. The predictions for enthalpy and entropy are thought to be reasonably accurate, but the value for volume change is less reliable. [Pg.70]

This chapter is divided into three sections. Section 1 covers the electron ionization (El) mass spectra of acetylenic compounds and discusses the types of singly and doubly charged cations formed on electron impact. Section 2 concerns the unimolecular chemistry of ions with C=C bonds. Finally, Section 3 is devoted to the ion-molecule reactions of acetylenic ions and acetylenes. The material mainly originates from articles that have been published within the last decade and is presented with considerable detail. This review does not claim to be exhaustive nevertheless, it provides examples from all areas of active mass spectrometry research in C=C bonded molecules, so that the reader can learn about the important and novel developments in this area. [Pg.1184]

Km, but it is too fast to observe at higher concentrations. The T e 1 center has been considered for some time as the initial point at which electrons from substrate enter the laccase molecule 94, 95). In the absence of oxygen, the reduction of the Type 3 Cu-pair is unimolecular at high substrate concentration and is very slow k = 1—2 sec-i). Type 3 reduction is also independent of the nature and concentration of substrate and of enzyme [62, 90, 95). It has been proposed that this slow reduction results from an internal oxidation of Type 1 Cu2+ by Type 3 Cu [90, 95). Fluoride ion strongly inhibits the reduction of Type 3 Cu ( =0.008 sec i) (95), but does not change the qualitative behavior of the reaction. The important fact is that whether fluoride is present or absent the reduction as observed by transient kinetics occurs much too slowly to be a viable step in the catalytic action (62, 90, 94). [Pg.24]


See other pages where Unimolecular electronic present is mentioned: [Pg.40]    [Pg.1006]    [Pg.432]    [Pg.451]    [Pg.265]    [Pg.153]    [Pg.387]    [Pg.247]    [Pg.410]    [Pg.180]    [Pg.89]    [Pg.35]    [Pg.153]    [Pg.110]    [Pg.60]    [Pg.236]    [Pg.121]    [Pg.343]    [Pg.307]    [Pg.39]    [Pg.304]    [Pg.3]    [Pg.113]    [Pg.30]    [Pg.74]    [Pg.61]    [Pg.416]    [Pg.781]    [Pg.1006]    [Pg.3]    [Pg.114]    [Pg.134]    [Pg.54]    [Pg.166]    [Pg.51]   
See also in sourсe #XX -- [ Pg.35 , Pg.804 ]




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