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Multiplet structures procedures

To understand the mechanism of interaction between light and electrons from a view of quantum chemistry, it is necessary to calculate the electronic stmctures including many-electron interaction, which has been, however, a great problem in physics due to the difficulty on computational procedure. Most of the general methods for electronic-state calculation are carried out in the one-electron approximation, which could not be applied to the direct calculations in many-electron system, such as multiplet structure in optical spectrum. [Pg.86]

Figure 7.10. A schematic illustration of the tilting procedure for eliminating homonuclear couplings from the f2 dimension, (a) The original multiplet structure and (b) that following the tilt procedure. Figure 7.10. A schematic illustration of the tilting procedure for eliminating homonuclear couplings from the f2 dimension, (a) The original multiplet structure and (b) that following the tilt procedure.
The RQDO /-values conform with the recommended values by Wiese et al. [18] for the 3p ( P) 4s-3p ( P) 4p transitions in C//better than those of the much more complex theoretical procedure of Ojha and Hibbert [17], who used large multiconfiguration expansions in the atomic structure code CIVS. On the other hand, the discrepancies between the length and velocity CIVS oscillator strengths are not negligible. Wiese et al. [18] remark that, for the case of the 4s " P-4p multiplet, the stronger lines measured by Bengtson et al. [16] seem to be affected by self-absorption (Table 2). [Pg.269]

PROBLEM 23.36 A dodecapeptide 1 is hydrolyzed in acid to give 2 Arg, Asp, Cys, His, 2 Leu, Lys, 2 Phe, and 2 Val. The Edman procedure yields a phenylthiohydantoin that shows two 3H doublets and a multiplet integrating for IH at about 5 4.0 ppm in the NMR spectrum. Treatment of 1 with trypsin leads to VahHis-Phe Leu Arg, Asp Cys Leu Phe Lys, and VahArg. Treatment of 1 with chymotrypsin leads to VahHis-Phe, Leu Arg Asp-Cys-Leu-Phe, and LysWahArg. Deduce the structure of 1 and explain your reasoning. [Pg.1219]

In this calculation, the calculated maxima r are scaled against the radial expectation values of Mann. The multiplet level structure of the HF analysis is reproduced in detail. The fundamental assumption underlying this simple simulation is the indistinguishability of individual electrons in a collective, as emphasized by Schrodinger [18], Madelung [19], and Pauli [20]. This calculation has not been done for other elements, but once outer-level radial expectation values had been obtained, the procedure of Table 2 applies. [Pg.82]


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See also in sourсe #XX -- [ Pg.87 , Pg.88 ]




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