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Estimation activity spectrum

The algorithm of activity spectrum estimation is based on the above-mentioned Bayesian approach, but dilfers in several details. For each kind of activity A, which can be predicted by PASS, on the basis of a molecule s structure represented by the set of MNA descriptors [D D2- -D the following values... [Pg.201]

The H-nmr spectrum of the methyl-substituted ion [419] exhibited four bands with area ratios 2 3 2 1 besides the methyl absorption. This spectrum showed reversible temperature dependence consistent with a degenerate bridge-flip rearrangement (266) which exchanges H(2), H(3) with H(6), H(7) and H(4) with H(5). At the coalescence temperature (—8°C) the free energy of activation was estimated to be 13.0 kcal mol . The C-nmr spectrum of [419] displayed at —80°C seven peaks. [Pg.351]

According to the prediction results, we select compounds that received an A score for the target level (type) of activity in at least one strategy. In this case, for each such compound C, the conformity coefficient (ranging from 0 to 1) is calculated from the spectrum of activity prediction estimates as a ratio of the number of estimates that logically predict activity to the number of total estimates... [Pg.391]

The spectral sensitivity of the material or, as a substitute, its activation spectrum (s that is, the product of spectral sensitivity and spectral distribution of radiation, which is easier to obtain. This identifies the spectral portions of radiation responsible for the investigated property change. From this it can be estimated how changes in the spectral distribution of natural or artificial solar radiation affect aging behavior. [Pg.1466]

According to the quantum transition state theory [108], and ignoring damping, at a temperature T h(S) /Inks — a/ i )To/2n, the wall motion will typically be classically activated. This temperature lies within the plateau in thermal conductivity [19]. This estimate will be lowered if damping, which becomes considerable also at these temperatures, is included in the treatment. Indeed, as shown later in this section, interaction with phonons results in the usual phenomena of frequency shift and level broadening in an internal resonance. Also, activated motion necessarily implies that the system is multilevel. While a complete characterization of all the states does not seem realistic at present, we can extract at least the spectrum of their important subset, namely, those that correspond to the vibrational excitations of the mosaic, whose spectraFspatial density will turn out to be sufficiently high to account for the existence of the boson peak. [Pg.145]

The CD spectrum of the C188S mutant is essentially the same as that of the wild-type enzyme, which reflects that the tertiary structure of this mutant changed little compared to that of the wild-type enzyme. Calculation of the content of secondary structure of the mutant enzyme based on J-600S Secondary Structure Estimation system (JASCO) also showed that there is no significant change in the secondary structure of the mutant. The fact that the k value of this mutant is extremely small despite little change in conformation clearly indicates that Cysl88 is located in the active site. [Pg.317]

A host material is activated with a certain concentration of Ti + ions. The Huang-Rhys parameter for the absorption band of these ions is 5 = 3 and the electronic levels couple with phonons of 150 cm . (a) If the zero-phonon line is at 522 nm, display the 0 K absorption spectrum (optical density versus wavelength) for a sample with an optical density of 0.3 at this wavelength, (b) If this sample is illuminated with the 514 nm line of a 1 mW Ar+ CW laser, estimate the laser power after the beam has crossed the sample, (c) Determine the peak wavelength of the 0 K emission spectrum, (d) If the quantum efficiency is 0.8, determine the power emitted as spontaneons emission. [Pg.196]

Asymmetrically substituted thioamides 24e-h exist in equilibrium between rotamers 24-1 and 24-11. The NMR spectrum of AT-benzyl-iV-methylmeth-acrylthioamide 24e showed the distribution of 24e-I 24e-II was 55 45 (Scheme 13 and Table 8) [47]. The free energy of activation of the rotational barrier was measured by the temperature-dependent NMR spectra in DMSO at various temperatures. The free energy of activation of the rotation of the (C=S)-N bond could be estimated as 22.7 kcal mokh Furthermore, Table 8 shows the ratio of I II, and all three thioamides 24f-h favor the conformation I with the situation that a benzyl group was placed closely to the thiocarbonyl group on... [Pg.20]


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Activity spectrum

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