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Quenched model

Adsorption of hard sphere fluid mixtures in disordered hard sphere matrices has not been studied profoundly and the accuracy of the ROZ-type theory in the description of the structure and thermodynamics of simple mixtures is difficult to discuss. Adsorption of mixtures consisting of argon with ethane and methane in a matrix mimicking silica xerogel has been simulated by Kaminsky and Monson [42,43] in the framework of the Lennard-Jones model. A comparison with experimentally measured properties has also been performed. However, we are not aware of similar studies for simpler hard sphere mixtures, but the work from our laboratory has focused on a two-dimensional partly quenched model of hard discs [44]. That makes it impossible to judge the accuracy of theoretical approaches even for simple binary mixtures in disordered microporous media. [Pg.306]

Now we study the effects of the dynamical processes of nonequilibrium phase transitions on domain growth and topological defects. The quench models describe such nonequilibrium processes, which can be... [Pg.284]

The free theory for the quench models is provided by the potential (4), where A = 0 and m2(t) changes signs either instantaneously or for a finite period. In the Minkowski spacetime, we can apply the LvN method simply by letting R = 1. Before the phase transition (rrii = (mg + m2)1/2), all the modes are stable and oscillate around the true vacuum ... [Pg.285]

At an MEK concentration greater than 1 M, both the dynamic and the static quenching mechanisms have to be taken into account. Therefore, Frank and Vavilov s model of combined static and dynamic quenching model (28),... [Pg.392]

Alternatively, using the sphere of effective quenching model, we obtain the following relation instead of Eq. (4.29)... [Pg.86]

Figure4.9 shows the best Freundlich quenching model plots. While more complex models could fit the data, this simple two-parameter model fits all the data within experimental error. Since the decays are highly nonexponential, the parameters represent lumped parameters that are some average over the available sites, lifetimes, and A sv s. A detailed discussion of the different models tried is given elsewhere. Figure4.9 shows the best Freundlich quenching model plots. While more complex models could fit the data, this simple two-parameter model fits all the data within experimental error. Since the decays are highly nonexponential, the parameters represent lumped parameters that are some average over the available sites, lifetimes, and A sv s. A detailed discussion of the different models tried is given elsewhere.
Before concluding this discussion on theoretical quenching models we wish to mention two more approaches. Andreev82 proceeds along the BFG line for the K(4p) quenching by N2, investigating, however, more carefully the symmetries of the potentials, and uses interaction matrix elements deduced from e + N2 scattering.83 He finds the v = 0 level to be the most... [Pg.357]

Figure 3. Scheme of the PL quenching model (A) and and the comparison (B) of experimental quenching rate A, constants (left axis) with calculated probability density functions i/(r) of a Is electron at the outer interface. [Pg.146]

Development of the Nonlinear Fluorescence Quenching Model. The main function of the nonlinear model is to relate aquatic equilibrium considerations based on conventional solution thermodynamics to observed fluorescence intensity changes occurring as metal ion is added at fixed pH. The fundamental relationship equating fluorescence quenching to complexation is present in equation 1. [Pg.111]

Modeling of Multisite Fluorescence Quenching. A traditional multisite fluorescence quenching model using a Stem-Volmer approach has been developed and applied to quenching curves involving residual protein fluorescence (32). More recently, however, the multiple site model has been used to describe structural characteristics in diverse polymer environments (33-3f). The multisite Stem-Volmer model shown in equation 13 may be used to define multiple fluorescent binding sites present under one emission peak... [Pg.117]

The mechanisms of radiation-induced amorphization have been investigated for more than three decades, and a variety of models have been developed to describe the processes that lead to radiation-induced amorphization of different types of materials. Early work was mainly based on the results for irradiated intermetallic compounds and semiconductors. In general, these models have been applied to ceramics with only minor modifications (Weber 2000). The models are of two types the direct impact or cascade quenching models (Morehead and Crowder 1970, Gibbons 1972) and defect accumulation models (Gibbons 1972, Jackson 1988, Ziemann 1985, Ziemann et al. 1993, Titov and Carter 1996, Motta and Olander 1990, Okamoto et al. 1999). [Pg.342]

The direct impact or cascade quenching model assumes that an amorphous domain forms directly within the core of a displacement cascade in a manner similar to the result of rapid quenching of a melt. Complete amorphization of a bulk specimen is achieved when the amorphous domains increase in abundance with increasing ion dose, eventually occupying the entire sample volume. In contrast, the point defect accumulation model assumes that the incoming particle produces isolated point defects, and amorphization occurs spontaneously when the local defect concentration reaches a critical value. A... [Pg.342]

Quantitative data are available by fitting the data to the fractional quenching model (15). The Stern-Volmer model is modified by assuming that only a fraction f of the fluorophores can be quenched. The remaining (1-f ) are protected ... [Pg.14]

Nevertheless, why the transient quenching model is less appropriate for Poly(VPPO) than it is for Poly(VBuPBD) is still unclear but it is perhaps significant that its excimer decay (both direct emission and reverse dissociation) is considerably more intense than Poly(VBuPBD) which would be expected to more clearly expose the inappropriateness of assuming that only one excimer conformation and decay time is present. [Pg.183]


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See also in sourсe #XX -- [ Pg.38 ]




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Fluorescence-quenching model

Fractional quenching model

Nonlinear fluorescence-quenching model

Quenched-annealed models

Quenching models, theoretical

Quenching rate model

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