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Interbonding

II.S2. The degeneracy of the top occupied orbitals of cyclobutane has been verified by photoelectron spectroscopy. These orbitals are still overall bonding because their local bonding character dominates their interbond antibonding character. ... [Pg.27]

Scheme 5 The hybrids and interbond population (IBP) between the geminal o and o orbitals and the SEs... Scheme 5 The hybrids and interbond population (IBP) between the geminal o and o orbitals and the SEs...
Scheme 13 o-Relaxation, energies between bond orbitals (Interbond energy IBE) and hybrids... [Pg.275]

As shown in Figure 1 for BP and DMBA, measured C-C bond lengths, interbond angles and torsion are variable around these values. [Pg.133]

Figure 1. (a) Bond lengths, (b) interbond angles and (c) torsion... [Pg.134]

Figure 9. Averaged geometry of an epoxide showing bond distances and interbond angles. Values in parentheses are estimated standard deviations of these average values. Figure 9. Averaged geometry of an epoxide showing bond distances and interbond angles. Values in parentheses are estimated standard deviations of these average values.
In a similar way one can compute matrix elements of any interbond interaction. The use of recoupling techniques (Racah algebra) allows one to reduce calculations of properties of molecules with n bonds to those of molecules with 2 bonds. [Pg.123]

Summary of interbond couplings in linear tetratomic molecules... [Pg.131]

Fig. 1. Bond lengths and interbond angles of Paludrine (85). (Reproduced by kind permission of the author, and of the Chemical Society, London)... Fig. 1. Bond lengths and interbond angles of Paludrine (85). (Reproduced by kind permission of the author, and of the Chemical Society, London)...
The lutetium ion is present within an approximate tetrahedraUy arranged (T-bonded array of the hgand having an average Lu—C distance of 2.452 A (individual Lu—C distances in Fig. 3). The interbond angles deviate consider-... [Pg.77]

The structural formula for propane shows 3 axial carbon atoms and 8 peripheral hydrogen atoms. The composition of propane can be more compactly expressed as C3 Hg. This representation is a molecular formula. Such a formula does not directly tell how the various atoms are interbonded. [Pg.59]

In the LM model, molecular vibrations are treated as motions of individual anharmonic bonds [38] (usually Morse oscillators). They therefore include anharmonicity, but not coupling between bonds, thus requiring inclusion of interbond coupling for obtaining a better description. For the case of t identical Morse oscillators, the energy levels related to the LM Hamiltonian are given by... [Pg.29]

Hoffmann and Upton (226) measured the VEEL spectra of the series of C H2 cycloalkanes (n = 3-6, 8) on Ru(0001) in the vCH region. They found no sign of soft-mode phenomena for cyclopropane or cyclobutane and only weak such features for cyclooctane. The latter result was confirmed by Hostetler et al. (260) using RAIRS. The interbond C-C-C angles of 60° and ca. 90° for n = 3 and 4 would not provide convenient geometric requirements for multiple C-H---M interactions. The C6 ring undoubtedly... [Pg.237]

In Chapter 10, it is shown that by using symmetry considerations alone we may predict the number of vibrational fundamentals, their activities in the infrared and Raman spectra, and the way in which the various bonds and interbond angles contribute to them for any molecule possessing some symmetry. The actual magnitudes of the frequencies depend on the interatomic forces in the molecule, and these cannot be predicted from symmetry properties. However, the technique of using symmetry restrictions to set up the equations required in calculations in their most amenable form (the F-G matrix method) is presented in detail. [Pg.4]

Qualitative ways of analyzing a problem in molecular vibrations, that is, methods for determining the number of normal modes of each symmetry type which will arise in the molecule as a whole and in each set of equivalent internal coordinates, have been developed. There is also the quantitative problem of how the frequencies of these vibrations, which can be obtained by experiment, are related to the masses of the atoms, the bond angles and bond lengths, and most particularly the force constants of the individual bonds and interbond angles. In this section we shall show how to set up the equations which express these relationships, making maximum use of symmetry to simplify the task at every stage. [Pg.317]

Similarly, we can use the six interbond angles to generate a representation, obtaining rHCH, which reduces thus ... [Pg.336]


See other pages where Interbonding is mentioned: [Pg.314]    [Pg.307]    [Pg.495]    [Pg.32]    [Pg.139]    [Pg.266]    [Pg.266]    [Pg.269]    [Pg.274]    [Pg.285]    [Pg.138]    [Pg.144]    [Pg.147]    [Pg.22]    [Pg.81]    [Pg.90]    [Pg.1]    [Pg.3]    [Pg.5]    [Pg.19]    [Pg.52]    [Pg.141]    [Pg.15]    [Pg.1340]    [Pg.1409]    [Pg.1425]    [Pg.596]   
See also in sourсe #XX -- [ Pg.157 ]




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Coupling interbond

Interbond angle

Interbond matrix elements

Interbond populations

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