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Ionization potentials energies with

Correlation of gas-phase ionization potential data with solution redox potentials for series of organic, organometallic and coordination compounds21 23 underlines the relationship between F(E°q- ° ) and orbital energies. For example, Cr 3d binding energy data for the first ionization process of complexes [Cr(CO)5L] correlate reasonably linearly with the (E°0 E°n) parameter, J°L,23 as is illustrated by Figure 3. [Pg.496]

The ionization potential is the energy required to remove the most loosely held electron from the molecule. Generally, ionization potentials decrease with molecular size and the degree of unsaturation. However, they do not vary greatly for complex molecules and, to a first approximation, can be considered constant. [Pg.28]

The photoelectron spectra of 2-oxazolidinone and a series of related compounds (49 X = CH2, S or NH, Y = O, S or Se) have been determined and the experimental ionization potentials compared with energy levels calculated by CNDO/2 and ab initio methods <80JST(69)151>. [Pg.183]

Comparison of these calculated exciton transitions with the experimental data in Table V shows that the main features of the results are reproduced. The energies for the <100) surface (5-coordinated ions) are only slightly shifted from the bulk, whereas those transitions corresponding to the higher index planes are much closer to the experimental data. On an atomic scale this means that ions whose coordination numbers are 4 and 3 are involved in the observed transitions, whereas 5-coordinated ions at the surface will absorb at higher energies closer to the bulk band edge. This theoretical treatment is approximate since it considers only an ideal surface and assumes that the electron affinity and ionization potential are constant for the different planes. In fact, the evidence already presented on electron transfer in Section VI,A indicates that the ionization potential varies with the coordination of the ion. [Pg.117]

Earlier estimates of ionization potentials obtained with conventional mass spectrometric ion sources were beset with difficulties caused by the relatively wide energy spread (0.5—1 eV) in the thermally produced electron beam. Refinements of the electron-impact method, such as use of an energy-resolved electron beam from a double-hemispherical electrostatic monochromator18 or the retarding potential difference (RPD) method19 afforded values which are in good agreement with photoionization and spectroscopic data. [Pg.132]

Multistep laser photoionization has been applied to determine a number of important physical properties of heavy atoms with complex spectra including ionization potentials, energy levels, lifetimes of... [Pg.374]

Techniques of stepwise laser excitation and photoionization have been applied to study spectroscopic properties of neutral atoms of lanthanides and actinides. The spectroscopic properties that can be determined include the ionization potential, energy levels, isotope shifts, hyperfine structure, lifetimes of energy levels, branching ratios and oscillator strengths. We discuss the laser methods used to obtain these properties (with emphasis on ionization potentials) and give examples of results obtained for each. The ionization potentials obtained by laser techniques are in eV Ce, 3.3387(4) ... [Pg.411]

Table 10.1 lists the total energy values for the Cu atom, Cu cation, and CuH molecule. The experimental and calculated ionization potentials (IPs) of Cu are summarized in Table 10.2. The ionization potential calculated with corrected wave functions are 0.261(41) a.u. The ZORA-VMC calculation improves the analytical ZORA-HF result (0.242 a.u.) because of the inclusion of the electron correlation, but it only recovers about half of the correlation energy. This insufficient inclusion of the correlation energy will be improved by the ZORA-DMC method. We will investigate the improvements obtained by the relativistic DMC treatment in a future work. Table 10.1 lists the total energy values for the Cu atom, Cu cation, and CuH molecule. The experimental and calculated ionization potentials (IPs) of Cu are summarized in Table 10.2. The ionization potential calculated with corrected wave functions are 0.261(41) a.u. The ZORA-VMC calculation improves the analytical ZORA-HF result (0.242 a.u.) because of the inclusion of the electron correlation, but it only recovers about half of the correlation energy. This insufficient inclusion of the correlation energy will be improved by the ZORA-DMC method. We will investigate the improvements obtained by the relativistic DMC treatment in a future work.
The neighboring group effect becomes particularly apparent within the SaS series relative to the oxidation of a simple sulfide. The generally lower oxidation potentials for the selenium- and phosphorus-containing compounds not only prove participation of these heteroatoms but also reflect their lower ionization potentials compared with sulfur. As discussed before, the best orbital overlap for formation of the 2(r/l(r three-electron bond is obtained for the five-membered ring (n = 3), evidenced by the lowest oxidation potentials and the most blue-shifted absorptions. (Remember that absolute optical transition energies may... [Pg.179]

When the valence electron reaches the ionization limit, its potential energy with respect to the nucleus goes to zero, and in uniform distribution, it has no kinetic energy. The calculated confinement energy Eg) can therefore only represent quantum potential energy, defined as [16]... [Pg.15]

The ionization potential (energy to remove one electron) of a helium atom in its ground state is 24.58 eV. a. What effective nuclear charge does this correspond to Corr5)are with the Z value from the simple variation calculation. [Pg.796]

In general, forthe electron configuration in 8.2, the ionization potential associated with an electron removal from an occupied MO (/ = 1,2,3,. .., n) isgiven by —e,. This is known as Koopmans theorem [5]. The energy of an unoccupied MO ( = n+ I,... [Pg.160]


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