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Hydrogen molecule ionization potentials

Platinum-cobalt alloy, enthalpy of formation, 144 Polarizability, of carbon, 75 of hydrogen molecule, 65, 75 and ionization potential data, 70 Polyamide, 181 Poly butadiene, 170, 181 Polydispersed systems, 183 Polyfunctional polymer, 178 Polymerization, of butadiene, 163 of solid acetaldehyde, 163 of vinyl monomers, 154 Polymers, star-shaped, 183 Polymethyl methacrylate, 180 Polystyrene, 172 Polystyril carbanions, 154 Potential barriers of internal rotation, 368, 374... [Pg.410]

The properties of the hydrogen molecule and molecule-ion which are the most accurately determined and which have also been the subject of theoretical investigation are ionization potentials, heats of dissociation, frequencies of nuclear oscillation, and moments of inertia. The experimental values of all of these quantities are usually obtained from spectroscopic data substantiation is in some cases provided by other experiments, such as thermochemical measurements, specific heats, etc. A review of the experimental values and comparison with some theoretical... [Pg.24]

As for Erep, Ect is derived from an early simplified perturbation theory due to Murrel [46], Its formulation [47,48] also takes into account the Lrj lone pairs of the electron donor molecule (denoted molecule A). Indeed, they are the most exposed in this case of interaction (see Section 6.2.3) and have, with the n orbital, the lowest ionization potentials. The acceptor molecule is represented by bond involving an hydrogen (denoted BH) mimicking the set, denoted < > bh, of virtual bond orbitals involved in the interaction. [Pg.157]

One reason that this reaction is so interesting is that the ionization potential for the oxygen molecule is 1177 kj/mol (compared to that of a hydrogen atom, which is 1312 kj/mol) and that for Xe is... [Pg.564]

We consider two cases (see Fig. A.13). First, the metal has a work function that is between electron affinity (the energy of the o -level) and the ionization potential (the energy of the o-level) of the molecule. Upon adsorption, the levels broaden. However, the occupation of the adsorbate levels remains as in the free molecule. This situation represents a rather extreme case in which the intramolecular bond of the adsorbate molecule stays about as strong as in the gas phase. The other extreme occurs if both the a-level and the o -1evel fall below the Fermi level of the metal. Because the antibonding G -level is filled with electrons from the metal, the intramolecular bond breaks. This is the case for hydrogen adsorption on many metals. Thus, a low work function of the metal and a high electron affinity of the adsorbed molecule are favorable for dissociative adsorption. [Pg.311]

Several attempts were made, including attempts to correlate the IPs with the net charge of the electron-richest C atom of each molecule or with a combination of the electron-richest carbon-hydrogen pair of each molecule, all of which failed in giving any monotonic dependence of the IPs on these quantities. The only solution is that resulting from comparisons of ionization potentials with the electron-richest pair of bonded C atoms in each molecule. This correlation turns out to be linear (Fig. 7.1), although such a linearity had not been postulated a priori. The least-square... [Pg.90]

Figure 9.1. Energy level diagram for hydrogen molecule, H2, and separated atoms H R = 00) and He R = 0). R = the Rydberg constant = 13.6057 eV = 0.5 a.u. (atomic unit of energy). Value from ionization potential of He (Is 2p P). Value from ionization potential of H2. The experimental ionization potentials are quite precise but for systems containing more than one electron their interpretation in terms of orbital energies is an approximation. Figure 9.1. Energy level diagram for hydrogen molecule, H2, and separated atoms H R = 00) and He R = 0). R = the Rydberg constant = 13.6057 eV = 0.5 a.u. (atomic unit of energy). Value from ionization potential of He (Is 2p P). Value from ionization potential of H2. The experimental ionization potentials are quite precise but for systems containing more than one electron their interpretation in terms of orbital energies is an approximation.
Atomic spectra, which historically contributed extensively to the development of the theory of the structure of the atom and led 10 the discovery of the electron and nuclear spin, provide a method of measuring ionization potentials, a method for rapid and sensitive qualitative and quantitative analysis, and data for the determination of the dissociation energy of a diatomic molecule. Information about the type of coupling of electron spin and orbital momenta in the atom can be obtained with an applied magnetic field. Atomic spectra may be used to obtain information about certain regions of interstellar space from the microwave frequency emission by hydrogen and to examine discharges in thermonuclear reactions. [Pg.160]

For compounds composed solely of carbon and hydrogen atoms, AU is primarily the energy required to overcome the induced dipole-induced dipole, or dispersion interactions. The polarizability and ionization potential of the molecules determines the magnitude of dispersion interactions, and therefore of AHm for hydrocarbons. [Pg.28]

Cyclic voltammetry studies showed the ionization potential and electron affinity of each component of the molecule in solution. The HOMO and LUMO energy levels were estimated from the equations Ehomo = E x + 4.4 eV and Elumo = T 14+4.4 eV, where E(r]x and E%, were oxidation and reduction potentials with respect to the standard hydrogen electrode (SHE) and the value of 4.4 is the ionization potential for hydrogen in eV [94,95], The HOMO and LUMO energy levels of the methine dye (compound 6) (Scheme 13) were determined to be -5.82 and -3.48 eV, respectively, with respect to the vacuum level from... [Pg.302]


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See also in sourсe #XX -- [ Pg.179 ]




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