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Electronic spectroscopies Hartree

The values of the ESP at the nuclear positions, as obtained from the electron and Hartree-Fock structure amplitudes for the mentioned crystals (using a K-model and corrected on self-potential) are given in table 2. An analysis shows that the experimental values of the ESP are near to the ab initio calculated values. However, both set of values in crystals differ from their analogs for the free atoms [5]. It was shown earlier (Schwarz M.E. Chem. Phys. Lett. 1970, 6, 631) that this difference in the electrostatic potentials in the nuclear positions correlates well with the binding energy of Is-electrons. So an ED-data in principle contains an information on the bonding in crystals, which is usually obtaining by photoelectron spectroscopy. [Pg.115]

Double Zeta + Polarization functions Extended Hartree-Fock Electron Spectroscopy for Chemical Analysis Floating Ellipsoidal Gaussian Orbital Floating Spherical Gaussian Orbital Generalized Atomic Effective Potential Gaussian Type Orbital... [Pg.235]

In summary, structure calculations can obtain 1 or 2% agreement with accurate optical data. A broader perspective is given in chapter 11 by electron momentum spectroscopy. Hartree—Fock calculations agree with one-electron momentum densities within experimental error, but configuration-interaction calculations agree only qualitatively with detailed data on correlations. [Pg.138]

These were determined to an accuracy of 10 eV by conversion-electron spectroscopy in the beta decay of 254mgs to 254pm a surprisingly low binding energy for the P2 3 (6pi/2 3/2 shell of 24+9 ev was found. Predicted values derived either from extrapolations of those measured in lower actinides or calculated by Hartree-Fock methods are about 20 to 60 eV higher in energy. [Pg.239]

JH Scofield, Hartree-Slater photoionization cross-sections at 1254 and 1487 eV. Journal of Electron Spectroscopy and Related Phenomena 8, 129-137, 1976. [Pg.585]

The combined QM/MM model has been recently extended to simulation of the solvent effects on excited states and electronic spectroscopy by using an MO configuration interaction (Cl) formalism. > 3 Using the Hartree—Fock wavefunction generated by the procedure described above as the reference state, the Cl wavefunction for the QM region can be constructed ... [Pg.132]

The main importance of Cl is that the FCI calculations provide results that are used as benchmarks for testing other post-Hartree-Fock methods. Less important seems to be the use of Cl as a post-Hartree-Fock method in routine chemical applications, because results of about the same accuracy may be obtained more economically by other methods. The size inconsistency of CI-SD may also be a drawback in some applications. Still, the recent progress in the development of Cl programs indicates that Cl might regain its importance even in this field. The traditional domain of Cl has been in electronic spectroscopy and excited electronic states in general. This is still true for semiempirical calculations. For ab initio calculations, however, it may be preferable to use multi-reference second-order perturbation theory, SAC-CI, or the equation-of-motion CC approach. [Pg.494]

Hartree-Fock wave functions, 269 High resolution electron energy loss spectroscopy, HREELS, 43, 69 Highest occupied molecular orbital, HOMO, 269... [Pg.570]

By 1949 low temperature spectroscopy had been introduced. With this technique Keilin and Hartree detected a further component in the electron transfer chain which had a sharp band at 552 nm. They later showed it to be identical with cytochrome cj, which had first been observed by Yakushiji and Okunuki (1940) during succinate oxidation by cyanide-inhibited beef heart muscle. As the oxidation of cytochrome C was accelerated by cytochrome c, Okunuki and Yakushiji (1941) had placed C] in the chain in the order... [Pg.86]

Section III. Methods for obtaining momentum densities, both experimental and computational, are reviewed in Section IV. Only a sample of representative work on the electron momentum densities of atoms and molecules is summarized in Sections V and VI because the topic is now too vast for comprehensive coverage. Electron momentum densities in solids and other condensed phases are not considered at all. The literature on electron momentum spectroscopy and Dyson orbital momentum densities is not surveyed, either. Hartree atomic units are used throughout. [Pg.305]

There are also properties for which the magnitude is dependent upon transition intensity and for which accurate results can be obtained only with perturbation theory examples occur in currently much studied areas like NMR spectroscopy (described in Chapter 2), but also involve other properties like magnetic susceptibilities and refractive indices, which are not much studied from an electronic structure point of view (although we would argue that, due to advances in theory, such experimental techniques are ripe for further exploration). Within a Hartree-Fock approach the perturbation of a molecule by electric or magnetic fields can be calculated at a number of levels of theory. Coupled Hartree-Fock perturbation theory (Lipscomb, 1966 Ditchfield, 1974), which arrives at a self-... [Pg.111]

Additional information on orbital type and composition is available from (e,2e) or electron momentum spectroscopy (Moore et al., 1982 see Appendix B) performed on Sip4 by Fantoni et al. (1986). Electron momentum distributions measured at various binding energies have been compared with those from ah initio Hartree-Fock-Roothaan SCF calculations using a double- wave function with a single Si 3of polarization... [Pg.151]

Fig. 4. 3. Measured momentum distributions (dots) of the outer valence band of SiF4 obtained from electron momentum spectroscopy and compared with values obtained using ab intitio Hartree-Fock-Roothaan (SCF) calculations (solid line) (after Fantoni et al., 1986 reproduced with the publisher s permission). Fig. 4. 3. Measured momentum distributions (dots) of the outer valence band of SiF4 obtained from electron momentum spectroscopy and compared with values obtained using ab intitio Hartree-Fock-Roothaan (SCF) calculations (solid line) (after Fantoni et al., 1986 reproduced with the publisher s permission).

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See also in sourсe #XX -- [ Pg.421 , Pg.470 , Pg.482 , Pg.491 ]




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