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Decay rate constants

Figure A3.6.7. Viscosity dependence of reduced -decay rate constants of ers -stilbene in various solvents [90], The rate constants are divided by the slope of a linear regression to the measured rate constants in the respective solvent. Figure A3.6.7. Viscosity dependence of reduced -decay rate constants of ers -stilbene in various solvents [90], The rate constants are divided by the slope of a linear regression to the measured rate constants in the respective solvent.
I CRS interferogram with a frequency of A = coj + 2c0j - cOq, where cOp is the detected frequency, coj is the narrowband frequency and coj the Raman (vibrational) frequency. Since cOq and coj are known, Wj may be extracted from the experimentally measured RDOs. Furthemiore, the dephasing rate constant, yj, is detemiined from the observed decay rate constant, y, of the I CRS interferogram. Typically for the I CRS signal coq A 0. That is, the RDOs represent strongly down-converted (even to zero... [Pg.1209]

The first detailed investigation of the reaction kinetics was reported in 1984 (68). The reaction of bis(pentachlorophenyl) oxalate [1173-75-7] (PCPO) and hydrogen peroxide cataly2ed by sodium saUcylate in chlorobenzene produced chemiluminescence from diphenylamine (DPA) as a simple time—intensity profile from which a chemiluminescence decay rate constant could be determined. These studies demonstrated a first-order dependence for both PCPO and hydrogen peroxide and a zero-order dependence on the fluorescer in accord with an earher study (9). Furthermore, the chemiluminescence quantum efficiencies Qc) are dependent on the ease of oxidation of the fluorescer, an unstable, short-hved intermediate (r = 0.5 /is) serves as the chemical activator, and such a short-hved species "is not consistent with attempts to identify a relatively stable dioxetane as the intermediate" (68). [Pg.266]

Kasukhin et al. (1974) estimated a lifetime of 10-7 s for the phenyldiazenyl radical based on a CIDNP study. Later estimates of the decay rate constant were roughly in agreement with this 3.4 x 106 s 1 from the transient UV absorption in... [Pg.191]

Like other spiropyrans, the colored form of spirooxazines generated by UV irradiation, reconverts to the colorless form. However, it is possible to measure the thermal decay rates and activation energies at ambient temperature, since this fading reaction obeys first-order kinetics in solution. The thermal decay rate constant for spiroindolinonaphthooxazine has been found to be 0.02-0.15s 1 in ethanol and 0.1-1.4s 1 in toluene, although this may vary according to the substituent groups.72,77 However, these values are smaller than those of the spironaphthopyran series. [Pg.34]

Figure 5. The areal exhalation rate from the porous sample in Figure 2, enclosed in three different exhalation cans. Two of them ( a1 and 0 ) are completely radon-tight and the third Cb1) has a radon leak rate constant v, numerically equal to the radon decay rate constant (v=A= 2.1 10" s" ). The cans are closed at time zero. The radon exhalation evolution as a function of time is discussed in the text (theory). Figure 5. The areal exhalation rate from the porous sample in Figure 2, enclosed in three different exhalation cans. Two of them ( a1 and 0 ) are completely radon-tight and the third Cb1) has a radon leak rate constant v, numerically equal to the radon decay rate constant (v=A= 2.1 10" s" ). The cans are closed at time zero. The radon exhalation evolution as a function of time is discussed in the text (theory).
Ar (42), in both cases within a factor of four of the theoretical prediction. Also, a similar decay rate was obtained in sc CH4 (6.2 + 0.6 x 106s 1), and in heptane (8.1 + 0.7 x 107s 1) (42). The observed decay rate constant in sc Ar doped with H2, 3.3( + 0.1) x 106s 1, mentioned above, is also close to these values. Finally, in sc Ar doped with carbon monoxide, the rate of decay is 5.3 x 106 s-1 (42). All of these values are in reasonable agreement with the computed rate constant k31 considering the many uncertainties involved in predicting the latter, associated with errors in the computed energy of MECP noL and in the NA-TST itself. [Pg.592]

For CO, the decay rate was measured in sc Ar for five different CO concentrations between ca. 7 x 1019 molecule cm-3 and 2x 102° molecule cm-3 (42). These concentrations correspond to add[CO] values of 1.6 x 109 to 4.4 x 109s 1, respectively - again larger than k13, but not much so. Applying the full Eq. (1) to the five concentration values gives predicted pseudo-first-order decay rate constants varying almost linearly from 3.3xl06s 1 to... [Pg.592]

They provide a more accurate method for the simultaneous determination of formation and decay rate constants using curve-fitting software. [Pg.183]

The study of the detailed mechanism of free radical initiation (rate constant k ) and ozone decay (rate constant d) by the reaction with cyclohexane, cumene, and aldehydes gave the following results (7 = 298 K) ... [Pg.132]

The ratio of the rate constants kp(2ktyyz can be calculated from experiments with different Vi and then the value of kp was estimated (for measurement of 2kt, see later). These experiments gave kp = 9.1 x 1012 exp(—62.0/RT) = 146 s-1 (300 K) [28]. The activation energy of this reaction seems to be close to the BDE of the C—S bond in the cyclohexylsulfonyl radical. The values of decay rate constants of various alkylsulfonyl radicals are listed in Table 12.1. [Pg.446]

Global compartmental analysis can be used to recover association and dissociation rate constants in some specific cases when the lifetimes are much shorter than the lifetimes for the association and dissociation processes. An example is the study for the binding dynamics of 2-naphthol (34, Scheme 14) with / -CD.207 Such an analysis is possible only if the observed lifetimes change with CD concentration and at least one of the decay parameters is known independently, in this case the lifetime of the singlet excited state of 33 (5.3 ns). From the analysis the association and dissociation rate constants, as well as intrinsic decay rate constants and iodide quenching rate constants, were recovered. The association and dissociation rate constants were found to be 2.5 x 109M-1 s 1 and 520 s 1, respectively.207... [Pg.214]

Based on this modified activated sludge concept, it was possible to produce acceptable model simulation results for the water-phase processes of the heterotrophic carbon transformations in sewers. However, problems were identified for the description of the heterotrophic biomass decay. A major problem was the magnitude of the 1-order decay rate constant with respect to the biomass concentration. Henze et al. (1987) and Kappeler and Gujer (1992)... [Pg.103]

The Rothamsted Carbon Model (RothC) uses a five pool structure, decomposable plant material (DPM), resistant plant materials (RPM), microbial biomass, humified organic matter, and inert organic matter to assess carbon turnover (Coleman and Jenkinson 1996 Guo et al. 2007). The first four pools decompose by first-order kinetics. The decay rate constants are modified by temperature, soil moisture, and indirectly by clay content. RothC does not include a plant growth sub-module, and therefore NHC inputs must be known, estimated, or calculated by inverse modeling. Skjemstad et al. (2004) tested an approach for populating the different pools based on measured values. [Pg.194]

Triplet decay in the [Mg, Fe " (H20)] and [Zn, Fe (H20)] hybrids monitored at 415 nm, the Fe " / P isosbestic point, or at 475 nm, where contributions from the charge-separated intermediate are minimal, remains exponential, but the decay rate is increased to kp = 55(5) s for M = Mg and kp = 138(7) s for M = Zn. Two quenching processes in addition to the intrinsic decay process (k ) can contribute to deactivation of MP when the iron containing-chain of the hybrid is oxidized to the Fe P state electron transfer quenching as in Eq. (1) (rate constant kj, and Forster energy transfer (rate constant kj. The triplet decay in oxidized hybrids thus is characterized by kp, the net rate of triplet disappearance (kp = k -I- ki -I- kj. The difference in triplet decay rate constants for the oxidized and reduced hybrids gives the quenching rate constant, k = kp — kj, = k, -I- k , which is thus an upper bound to k(. [Pg.89]

Fortunately, the partial decoupling of the ET and conformational processes afforded by the absence of synchronous events in principle and in practice allows for the identification of an observed decay rate constant. For example, if one constructs a series of systems in which the ET energetics (or electronic coupling) is modified without change in the conformational equilibrium, thus leaving the conformational rates unchanged, then the observed rate constants will be unchanged if the reaction is controlled by a conformational rate, but will vary if this is not so. [Pg.100]

Our early reports of the I A reaction in [ZnCcP, Cc] complexes were interpreted within the context of the simple ET cycle. Scheme I [8b, c]. As noted above, there are two limiting cases for this scheme, i) The I A reaction is slow I(t) appears with the triplet decay rate constant kp and disappears with the thermal ET rate constant k. ii) It is rapid here I(t) appears with k and disappears with kp. We reported that ZnCcP complexes with heterologous Cc s [8d] and with aliphatic Phe-82 mutants of yeast Cc [8b] fell into the former class, while the intermediate for fungal Cc appears rapidly [8d]. [Pg.104]

Laser flash photolysis (30 ns, 50 mj, 347 nm) of 4-nitrostilbene, 4,4 -dinitro-stilbene, 4-nitro-4 -methoxystilbene and 4-dimethyl-amino-4 -nitrostilbene permits the observation of transients 133) por the latter two compounds, the lifetime and the absorption spectra of the transients vary strongly with the polarity of the solvent used. First order decay rate constants are given in Table 4. [Pg.78]

The electron-spin time-correlation functions of Eq. (56) were evaluated numerically by constructing an ensemble of trajectories containing the time dependence of the spin operators and spatial functions, in a manner independent of the validity of the Redfield limit for the rotational modulation of the static ZFS. Before inserting thus obtained electron-spin time-correlation functions into an equation closely related to Eq. (38), Abernathy and Sharp also discussed the effect of distortional/vibrational processes on the electron spin relaxation. They suggested that the electron spin relaxation could be described in terms of simple exponential decay rate constant Ts, expressed as a sum of a rotational and a distortional contribution ... [Pg.85]

Triplet-State Decay Rate Constants of Porphyrin in the Presence of Carotenoids... [Pg.128]


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See also in sourсe #XX -- [ Pg.18 , Pg.177 , Pg.178 , Pg.184 , Pg.186 , Pg.186 , Pg.187 ]

See also in sourсe #XX -- [ Pg.18 , Pg.177 , Pg.178 , Pg.184 , Pg.186 , Pg.186 , Pg.187 ]

See also in sourсe #XX -- [ Pg.45 ]




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Decay constant

Decay rate constant function

Decay rate constants temperature effect

Decay rate constants, fluorescent probes

Decay rate time constant

Eosin triplet decay rate constants

Hydrogen peroxide decay rate constants

Metal decay rate constants

Mixing decay rate constant

Overall temperature-dependent decay rate constant

P-Decay Rate Constant

Radiationless decay rate constants

Radiationless decay rate constants measuring

Radiative decay rate constant

Rate constant for radioactive decay

Rate constants excited state decay

Rate constants radioactive decay

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