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Quantum studies

Quantum methods were first applied in the theoretical analysis of forsterite in the 1990 s due to the advances in computer processors and development of efficient quantum software programs for periodic systems. Computer technology had matured so that it was finally possible to routinely calculate the electronic structure of complex minerals using sophisticated quantum chemistry tools. A Hartree-Fock pseudopotential method was used by Silvi et al. (1993) to evaluate the relative energies of the Mg2Si04 polymorphs and the [Pg.27]


From cluster to infinite solid a quantum study of the electronic properties of M0O3 A. Rahmouni and C. Barbier 427... [Pg.473]

Biological, chemical. X-ray diffraction, infrared absorption, e.s.r., n.m.r., luminescence, and quantum studies show that dimer formation is universally observed in irradiated frozen solutions of thymine, thymidine, uridine, thymidylic acid and related compounds, and in DNA [560—576]. The purines of DNA, on the other hand, are little affected [577, 578]. Thymine dimers obtained in frozen solution can be converted to the original monomers by ultraviolet... [Pg.315]

We have examined the proton transfer reaction AH-B A -H+B in liquid methyl chloride, where the AH-B complex corresponds to phenol-amine. The intermolecular and the complex-solvent potentials have a Lennard-Jones and a Coulomb component as described in detail in the original papers. There have been other quantum studies of this system. Azzouz and Borgis performed two calculations one based on centroid theory and another on the Landau-Zener theory. The two methods gave similar results. Hammes-Schiffer and Tully used a mixed quantum-classical method and predicted a rate that is one order of magnitude larger and a kinetic isotope effect that is one order of magnitude smaller than the Azzouz-Borgis results. [Pg.84]

In the quantum study of a complex system, the number of particles to be used to resolve the problem is by no means decided by its terms, and neither periodic nor finite models can be ignored. In addition, a more abstract schematization is necessary. [Pg.159]

Gray, S.K. (1991). The nature and decay of metastable vibrations Classical and quantum studies of van der Waals molecules, in Advances in Molecular Vibrations and Collision Dynamics 1, ed. J.M. Bowman (JAI Press, Greenwich). [Pg.390]

Quantum Studies of Intermolecular Dimer Formation and Intramolecular Dynamics... [Pg.311]

The EM theory of Metal Enhanced Fluorescence (MEF) was studied and developed extensively in the 70-80 s [2,3,4,5,6], All the EM mechanims involved in MEF can be understood within classical EM theory [3,4,5,6] as confirmed in the simplest cases by quantum studies [2,12,17,18], In most of these models, the emitter is depicted as a simple two- (or three-) level system, i.e. only one emission wavelength is considered. This is appropriate in general to understand modifications of absorption or emission rates, but it entirely ignores the spectral profile of the fluorescence emission. We will first review... [Pg.30]

Purely quantum studies of the fully coupled anharmonic (and sometimes nonrigid) rovibrational state densities have also been obtained with a variety of methods. The simplest to implement are spectroscopic perturbation theory based studies [121, 122, 124]. Related semiclassical perturbation treatments have been described by Miller and coworkers [172-174]. Vibrational self-consistent field (SCF) plus configuration interaction (Cl) calculations [175, 176] provide another useful alternative, for which interesting illustrative results have been presented by Christoffel and Bowman for the H + CO2 reaction [123] and by Isaacson for the H2 + OH reaction [121]. The MULTIMODE code provides a general procedure for implementing such SCF-CI calculations [177]. Numerous studies of the state densities for triatomic molecules have also been presented. [Pg.81]

There is a general agreement that accurate quantum studies on hydrogen bonds require flexible basis sets, i.e., triple- with at least one set of diffuse and polarization functions (especially on H atoms it is surprisingly frequent to find in the literature calculations that exclude these functions from hydrogens) and treatment of electron correlation by means of either wave function-based or DFT-based methods [34-41]. Since these requirements have rendered useless much of the outdated theoretical material published before 1990, one can consider that the efforts to characterize hydrogen bonding from a quantum viewpoint are more or less 15 years old (see the historical comments in Ref. 5). [Pg.111]

The molecular dynamics (MD) simulation, based on consideration of interactions in a large assembly of water molecules see, for example, the paper by Zasetsky et al. [33] and references therein and the first-principles quantum study by Sharma et al. [29]. [Pg.372]

Hase and co-workers (136-140) have reported an extensive series of trajectory studies on overtone relaxation in benzene. Comparisons between our quantum studies for the five- and nine-mode benzene fragments of C,H and C3H, and the trajectory results were presented in Benzene I (103). Further comparisons for 16-mode and 21-mode benzene were presented in Benzene II and III (104,105). Clarke and Collins (141) also used classical trajectories to study overtone relaxation in benzene. Finally, Thompson et al. have also used trajectory methods to study energy flow from excited CH overtones (142,143) and from various excited CC stretch, CCH wag, and CCC bend normal modes. Several potential surfaces with varying degrees of anharmonicity were used. [Pg.103]

There have been several other methods proposed for the statistical mechanical modeling of chemical reactions. We review these techniques and explain their relationship to RCMC in this section. These simulation efforts are distinct from the many quantum mechanical studies of chemical reactions. The goal of the statistical mechanical simulations is to find the equilibrium concentration of reactants and products for chemically reactive fluid systems, taking into account temperature, pressure, and solvent effects. The goals of the quantum mechanics computations are typically to find transition states, reaction barrier heights, and reaction pathways within chemical accuracy. The quantum studies are usually performed at absolute zero temperature in the gas phase. Quantum mechanical methods are confined to the study of very small systems, so are inappropriate for the assessment of solvent effects, for example. [Pg.464]

This area has received special attention from theoreticians. The most commonly used methodology for the calculation of the particle(ion)-metal interaction is to approximate the metal surface with a cluster of several atoms with the crystallographic organization typical of the metal studied. Although such an approach has many limitations and introduces certain difficulties, cluster-model calculations are becoming more popular in studies of interfacial interactions. Section 3.10.2 gives a brief review of quantum studies related to adsorption on metal surfaces in the cluster model approximation. In Section 3.10.3 a more detailed analysis of some aspects of this methodology is described, and is related to some recently published work on the problem of specific adsorption phenomenon. [Pg.1159]

Starting from the fact that classical quantum study of microscopic systems is essentially associated with the Algorithm 1 of Appendix B. Then, all observable property values of a known system, co, can be formally computed as expectation values, (t ), of the associated hermitian operator, Q, acting over the known state DF, p r [4,5]. In the same way as in theoretical statistics it can be written ... [Pg.5]

Quantum Study of Relative Stabilities of Various Arrangements in Alkali Halides... [Pg.62]


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