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Changes of energy levels

Fig. 9. Change of energy levels AH of alternant hydrocarbon with limiting levels coincide with the levels RM of the residual molecule. Fig. 9. Change of energy levels AH of alternant hydrocarbon with limiting levels coincide with the levels RM of the residual molecule.
This equation satisfies the boundary condition of continuity at r= R. The change of energy levels when particles are made small, is schematically shown in Fig. 9.3. A full quantum mechanical treatment of the problem was reported by Brus [13]. Taking into account that the exciton consists of an electron-hole pair, it is advantageous to formulate the Schrodinger equation as follows ... [Pg.266]

In Figure 1 the change of energy levels of a molecule or atom upon condensation is depicted, schematically. The energy of the forbidden zone, (in this book also denoted by I q), is connected to the ionization potential of the isolated atoms or molecules, Igas, as. [Pg.3]

Like F = p " — PnJrv zero point, which we may denote changes during iteration. Beeause it is an arbitrary referenee point to begin with, we ean redefine it as zero after each iteration, ending up with a set of energy levels that qualitatively resembles the set of Huckel energy levels. As in Huckel theory for... [Pg.251]

Relativistic effects are cited for changes in energy levels, resulting in the yellow color of gold and the fact that mercury is a liquid. Relativistic effects are also cited as being responsible for about 10% of lanthanide contraction. Many more specific examples of relativistic effects are reviewed by Pyykko (1988). [Pg.263]

The substituents and heteroatoms can be used to tune the spin preference of the acyclic diradicals by changing the energy levels of electron-donating and -accepting orbitals and hence the donor-acceptor interaction. [Pg.259]

Zeeman effect The interaction of energy levels of an atom or molecule with an external magnetic field. The Zeeman interaction changes the energy of the p-orbitals in the atom. [Pg.317]

Fig. 4 Schematic representation of (1) the energy of electron donor (D) or electron acceptor (A) units (regardless as to whether molecules or electrodes), (2) the HOMO and LUMO molecular orbitals, and (3) the energy gap AE between D/A and the molecular orbitals, (a) AE is changed by changing the electronic structure of the molecular bridge, (b) AE is changed by changing the energy levels of the donor or acceptor units... Fig. 4 Schematic representation of (1) the energy of electron donor (D) or electron acceptor (A) units (regardless as to whether molecules or electrodes), (2) the HOMO and LUMO molecular orbitals, and (3) the energy gap AE between D/A and the molecular orbitals, (a) AE is changed by changing the electronic structure of the molecular bridge, (b) AE is changed by changing the energy levels of the donor or acceptor units...
In essence, NAA involves converting some atoms of the elements within a sample into artificial radioactive isotopes by irradiation with neutrons. The radioactive isotopes so formed then decay to form stable isotopes at a rate which depends on their half-life. Measurement of the decay allows the identification of the nature and concentration of the original elements in the sample. If analysis is to be quantitative, a series of standard specimens which resemble the composition of the archaeological artifact as closely as possible are required. NAA differs from other spectroscopic methods considered in earlier chapters because it involves reorganization of the nucleus, and subsequent changes between energy levels within the nucleus, rather than between the electronic energy levels. [Pg.123]

The amount of energy required to cause a change in energy level is approximately equivalent to radiation of 100 cm 1 or less. The relative positions of atoms in a molecule fluctuate continuously, and multiple types of vibrations and rotations about the bonds in the molecule are possible. Exact analysis of all movements becomes... [Pg.367]


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See also in sourсe #XX -- [ Pg.139 ]




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