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Electronic energy component

At first sight, the main interest of monocoordinated complexes for Quantum Chemistry lies in the simplicity of their energy-level diagrams, as given by the standard ligand field or molecular orbital theories [11]. It is then easy to identify various electronic energy components ( i.e., electrostatic, polarisation, exchange contributions and so on. ..) in the theoretical results [12,13], at least at the SCF level. [Pg.272]

Nagy, A., Liu, S., Parr, R. G. (1999). Density-functional formulas for atomic electronic energy components in terms of moments of the electron density. Phys. Rev. A 59, 3349-3354. [Pg.544]

The electronic energy component, E eiec, is directly obtained from either DFT calculations or from scaling relations based on DFT energies. The remaining components can be calculated in the harmonic approximation. ... [Pg.41]

Figure Bl.6.11 Electron transmission spectrum of 1,3-cyclohexadiene presented as the derivative of transmitted electron current as a fiinction of the incident electron energy [17]. The prominent resonances correspond to electron capture into the two unoccupied, antibonding a -orbitals. The negative ion state is sufficiently long lived that discrete vibronic components can be resolved. Figure Bl.6.11 Electron transmission spectrum of 1,3-cyclohexadiene presented as the derivative of transmitted electron current as a fiinction of the incident electron energy [17]. The prominent resonances correspond to electron capture into the two unoccupied, antibonding a -orbitals. The negative ion state is sufficiently long lived that discrete vibronic components can be resolved.
Determination of the paiameters entering the model Hamiltonian for handling the R-T effect (quadratic force constant for the mean potential and the Renner paiameters) was carried out by fitting special forms of the functions [Eqs. (75) and (77)], as described above, and using not more than 10 electronic energies for each of the X H component states, computed at cis- and toans-planai geometries. This procedure led to the above mentioned six parameters... [Pg.527]

Xps ndAes Instrumentation. The instmmentation required to perform xps and aes analyses is generally sophisticated and expensive (19). The need for UHV conditions in order to retain surface cleanliness for a tractable period of time was mentioned above. Beyond this requirement (and the hardware that accompanies it), the most important components of an electron spectrometer system are the source, the electron energy analyzer, and the electron detector. These will be discussed in turn below. [Pg.282]

The next important phenomena that the result of supramolecular effect are the concentration and proximity effects concerning the components of analytical reaction, even through they are considerably different in hydrophobicity, charge of the species, complexing or collisional type of interaction. The concentration and proximity effects determine the equilibrium of analytical reaction, the efficiencies of intramolecular or intermolecular electronic energy or electron transfer and as a result the sensitivity of analytical reactions. [Pg.417]

Figure 7 Schematic of a typieai eiectron spectrometer showing aii the necessary components. A hemisphericai electrostatic electron energy analyser is depicted. Figure 7 Schematic of a typieai eiectron spectrometer showing aii the necessary components. A hemisphericai electrostatic electron energy analyser is depicted.
DFT methods compute electron correlation via general functionals of the electron density (see Appendix A for details). DFT functionals partition the electronic energy into several components which are computed separately the kinetic energy, the electron-nuclear interaction, the Coulomb repulsion, and an exchange-correlation term accounting for the remainder of the electron-electron interaction (which is itself... [Pg.118]

Equation (17) is similar to Eq. (13) in both cases the outcome is that AE measures a difference in electronic energy. However, Eq. (17) is more complete since it consists of measurable quantities while Eq. (13) is incomplete for a constant term, which turns out to be dropped. This is a consequence of the approach used to separate AE into the various components. [Pg.9]

Equation (17) shows the relationship between electrode potentials and electronic energy. The electrode potential is measured by the electron work function of the metal, modified by the contact with the solution (solvent). This establishes a straightforward link, not only conceptually but also experimentally, between electrochemical and UHV situations.6,32 In many cases, electrochemical interfaces are synthesized in UHV conditions55-58 by adding the various components separately, with the aim possibly of disentangling the different contributions. While the situation can be qualitatively reproduced, it has been shown above that there may be quantitative differences that are due to the actual stmctural details. [Pg.18]

Once the electron density of the embedded molecule is evaluated by the SCRF calculations, the free-energy component which is due to the solvent polarization and can be expressed as ... [Pg.110]


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