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Electron behavior

The wave function T is a function of the electron and nuclear positions. As the name implies, this is the description of an electron as a wave. This is a probabilistic description of electron behavior. As such, it can describe the probability of electrons being in certain locations, but it cannot predict exactly where electrons are located. The wave function is also called a probability amplitude because it is the square of the wave function that yields probabilities. This is the only rigorously correct meaning of a wave function. In order to obtain a physically relevant solution of the Schrodinger equation, the wave function must be continuous, single-valued, normalizable, and antisymmetric with respect to the interchange of electrons. [Pg.10]

This work illustrates the point that new and unexpected magnetic and electronic behavior can be found where it is least expected, providing further justification for synthetic exploration. [Pg.181]

This process of filament growth is closely related to the synthesis of single walled carbon nano-tubes. Here the aim is to selectively produce a single layer of carbon in a tube that is as long as possible. Owing to their extreme mechanical strength and interesting electronic behavior these materials have recently attracted substantial interest in materials science. [Pg.306]

Some MIECs exhibit metallic properties. These materials can have different concentration of the mobife ioiflc species, compared with that of electrons and holes. Silver chalcogenides, Ag2+sX (X = S, Se, or Te) is an example of a metallic MIEC that conduct electrons and silver ions. These materials are good electronic conductors (close to metallic) and show interesting electronic behavior as a function of temperature as... [Pg.436]

Godovsky, D. Y. Electron Behavior and Magnetic Properties Polymer-Nanocomposites. Vol. 119, pp. 79-122. [Pg.209]

Semi-empirical quantum-mechanical methods combine fundamental theoretical treatments of electronic behavior with parameters obtained from experiment to obtain approximate wavefunctions for molecules composed of hundreds of atoms20-22. Originally developed in response to the need to evaluate the electronic properties of organic molecules, especially those possessing unusual structures and/or chemical reactivity in organic chemistry,... [Pg.11]

Some substituents induce remarkably different electronic behaviors on the same aromatic system (8). Let us consider, for example, the actions of substituents on an aromatic electron system. Some substituents have a tendency to enrich their electronic population (acceptors), while others will give away some of it (donors). Traditionaly, quantum chemists used to distinguish between long range (mesomeric) effects, mainly u in nature, and short range (inductive) effects, mainly a. The nonlinear behavior of a monosubstituted molecule can be accounted for in terms of the x electron dipole moment. Examples of donor and acceptor substituents can be seen on figure 1. [Pg.84]

Molecular transport junctions differ from traditional chemical kinetics in that they are fundamentally electronic rather than nuclear - in chemical kinetics one talks about nucleophilic substitution reactions, isomerization processes, catalytic insertions, crystal forming, lattice changes - nearly always these are describing nuclear motion (although the electronic behavior underlies it). In general the areas of both electron transfer and electron transport focus directly on the charge motion arising from electrons, and are therefore intrinsically quantum mechanical. [Pg.12]

All these advances have helped illuminate, inspire, and develop the world of single-molecule electronic behavior, and its extension into supramolecular assemblies. [Pg.283]

Zinc oxide is normally an w-type semiconductor with a narrow stoichiometry range. For many years it was believed that this electronic behavior was due to the presence of Zn (Zn+) interstitials, but it is now apparent that the defect structure of this simple oxide is more complicated. The main point defects that can be considered to exist are vacancies, V0 and VZn, interstitials, Oj and Zn, and antisite defects, 0Zn and Zno-Each of these can show various charge states and can occupy several different... [Pg.147]

The electrode processes on the voltammetric and the preparative electrolysis time scales may be quite different. The oxidation of enaminone 1 with the hydroxy group in the ortho position under the controlled potential electrolysis gave bichromone 2 in 68% yield (Scheme 4.) with the consumption of 2.4 F/mol [21], The RDE voltammogram of the solution of 1 in CH3CN-O.I mol/1 Et4C104 showed one wave whose current function, ii/co C, was constant with rotation rates in the range from 1(X) to 2700 rpm and showed one-electron behavior by comparison to the values of the current function with that obtained for ferrocene. The LSV analysis was undertaken in order to explain the mechanism of the reaction which involves several steps (e-c-dimerization-p-deamina-tion). The variation of Ep/2 with log v was 30.1 1.8 mV and variation of Ep/2 with logC was zero. Thus, our kinetic data obtained from LSV compare favorably with the theoretical value, 29.6 mV at 298 K, for a first order rate low [15]. This observation ruled out the dimerization of radical cation, for... [Pg.94]

In the recent study on the anodic oxidation of enaminones which possess an unsaturated chain susceptible to react intramolecularly with an electrogenerated radical cation, the evidence for an intramolecular reaction was provided on the basis of the dEp/dlogv slope of 30 mV and one-electron behavior of the voltametric wave [48], The reaction could involve similar mechanistic pathways as shown in Scheme 4 (e-c-dimerization and following chemical reactions). However, the authors were not able to isolate the products after preparative oxidation in order to confirm the possible mechanism. [Pg.95]

Godovsky, D. Y.-. Device Applications of Polymer-Nanocomposites. Vol. 153, pp. 163-205. Godovsky, D. Y.-. Electron Behavior and Magnetic Properties Polymer-Nanocomposites. Vol. 119,pp. 79-122. [Pg.191]

Such a strong analogy between the electronic behavior of the metallic core of large molecular clusters and small metal particles was already suspected by Basset, Primet et al., who had discovered already in 1975 [21] that the extent of back donation from the core of a metal particle to [NO] (a ligand isoelectronic to CO) adsorbed Pt/alumina catalyst was particle size dependent as if the small particles were behaving as molecular clusters, since the extent of back donation on coordinated CO was shown clearly to be dependent on the size of the cluster in the series of molecular [PtsCCOJ j]" (n = 1-5, etc.) clusters made by Chini s group [22]. [Pg.5]

The material science challenge is to understand better the electronic behavior of the interaction of hydrogen with other elements, especially metals. Complex compounds such as A1(BH4)3 have to be investigated and new compounds formed from lightweight metals and hydrogen will be discovered. [Pg.158]

By studying the AU55 system by means of PNMR, one would hope to be able to obtain additional microscopic information about the electronic behavior. Unfortunately, NMR experiments proved to be non-trivial [29], since the resonance was extremely weak. This has been taken as an indication that metallic shielding may still be incomplete. [Pg.21]

After the first theoretical work of Tamm (1932), a series of theoretical papers on surface states were published (for example, Shockley, 1939 Goodwin, 1939 Heine, 1963). However, there has been no experimental evidence of the surface states for more than three decades. In 1966, Swanson and Grouser (1966, 1967) found a substantial deviation of the observed fie Id-emission spectroscopy on W(IOO) and Mo(lOO) from the theoretical prediction based on the Sommerfeld theory of metals. This experimental discovery has motivated a large amount of theoretical and subsequent experimental work in an attempt to explain its nature. After a few years, it became clear that the observed deviation from free-electron behavior of the W and Mo surfaces is an unambiguous exhibition of the surface states, which were predicted some three decades earlier. [Pg.101]


See other pages where Electron behavior is mentioned: [Pg.60]    [Pg.304]    [Pg.462]    [Pg.91]    [Pg.75]    [Pg.252]    [Pg.169]    [Pg.285]    [Pg.45]    [Pg.132]    [Pg.461]    [Pg.60]    [Pg.70]    [Pg.265]    [Pg.45]    [Pg.45]    [Pg.96]    [Pg.167]    [Pg.164]    [Pg.245]    [Pg.231]    [Pg.225]    [Pg.152]    [Pg.215]   
See also in sourсe #XX -- [ Pg.20 ]

See also in sourсe #XX -- [ Pg.628 ]




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Behavior of Isotope Mixtures in Electron-Transfer Reactions

Biomolecules electronic behavior

Boronate electron-withdrawing behavior

Crossover from localized to itinerant electron behavior

Crossover from localized to itinerant electronic behavior

Electron behavior, molecule ground

Electron density asymptotic behavior

Electron gas, behavior

Electron magnetic versus metallic behavior

Electron wavelike behavior

Electronic behavior

Electronic behavior

Electronic behavior, platinum clusters

Electrons nonequilibrium behavior

Electrons. Behavior in Discharges and Afterglows

From vibronic to itinerant electronic behavior

Localized from itinerant electronic behavior

Localized to itinerant electronic behavior

Metallic elements electron behavior

Polaronic to itinerant-electron behavior

Polymer matrices, electron-transfer behavior

Scanning electron microscopy sintering behavior

Transition from localized to itinerant electronic behavior

Transition from polaronic to itinerant electronic behavior

Transition from vibronic to itinerant electronic behavior

Transmission electron microscopy sintering behavior

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