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Comparison of Various Models

What are the relative merits of the simple sequential model, the KNF model, and the MWC model Let us compare the rate equations for the tetrameric allosteric enzyme, derived with the aid of each model, and establish the differences (Table 4). [Pg.278]

Comparison of the simple interaction model (Eq. (13.16)) with the MWC model (Eq. (13.36)) shows that, for any finite values of K, L, or c, in the latter model, one can calculate the corresponding K, a, b, and c values in the former model. Thus, Eqs. (13.16) and (13.36) will give the same Uo/V ax values if the following conditions shown by Eqs. (1386) are fulfilled  [Pg.278]

In other words, a sigmoidal substrate saturation curve that fits the velocity equation of the former model can be shown to fit the velocity equation of the latter model as weU. [Pg.278]

The simple sequential interaction model is more general than the concerted-symmetry model in that there are many combinations of values for a, b, and c, for which there are no equivalent values of L and c. Furthermore, the [Pg.278]

How does the MWC model compare with the KNF model Comparing Eq. (13.82) for the KNF model with Eq. (13.3Q derived for the MWC model, we find that in place of the simple dissociation constants L and c, we now have the more complex KsKr (combined binding-transformation constants) plus two kinds of interaction factors, Kab and ICbb. [Pg.279]


Figure 7. Comparison of various models for the F650 polyimide cure at 3° F/min. Figure 7. Comparison of various models for the F650 polyimide cure at 3° F/min.
The studies of various compositions revealed that the 20% soy lecithin-dodecane membrane with 35 mM in the acceptor wells has substantially improved predictive value compared with the 2% DOPC model. Fine-tuning of the model components may be guided by the in vitro-in vivo (IV-IV) correlations, comparing the improved PAMPA model permeabilities to the human jejunal permeabilities measured by Winiwarter et al. [36] (Table 3.6). Table 3.7 lists the results of comparisons of various models. The best correlations were realized with the 20% soy lecithin-dodecane system, employing 35 mM SLS in the acceptor compartment, but a better... [Pg.68]

Dec, R.T., Zavaliangos, A., Cunningham, J.C., Comparison of various modelling methods for analysis of powder compaction in roller press, Powder Technology, 130, 265-271, 2003. [Pg.214]

Figure 3. Comparison of various model predictions with the experimental pressure and temperature histories for 5, 20 and 40 SLPM H2 flow rates. [Pg.279]

Several probabilistic models for chloride-induced corrosion have been developed see e.g. Stewart Rosowsky (1998) and Vu Stewart (2000). Comparison of various models for deterioration provided by Sykora (2008) indicates that the model provided by Vu Stewart (2000) may well describe medium deterioration while the model proposed by Stewart Rosowsky (1998) may be adequate in case of high deterioration. [Pg.1316]

Figures 5.3 and 5.4 present the comparison of various model predictions and experimental measurements for H2. Figure 5.3 compares the fuel channel predictions and measurement, and Fig. 5.4 compares predictions and measurements for the electrolyte channel. The fuel channel outlet concentrations are rather well predicted by MTPM and MMS. While for the electrolyte channel all the models under predict H2 mole fractions. Since H2 is a reaction product its concentration decreases with increasing flow rate in both channels. Figures 5.3 and 5.4 present the comparison of various model predictions and experimental measurements for H2. Figure 5.3 compares the fuel channel predictions and measurement, and Fig. 5.4 compares predictions and measurements for the electrolyte channel. The fuel channel outlet concentrations are rather well predicted by MTPM and MMS. While for the electrolyte channel all the models under predict H2 mole fractions. Since H2 is a reaction product its concentration decreases with increasing flow rate in both channels.
Additional examples of equation of state models include the lattice gas model (Kleintjens et al, [33,34], Simha-Somcynsky hole theory [35], Patterson [36], the cell-hole theory (Jain and Simha [37-39], the perturbed hard-sphere-chain equation of state [40,41] and the modified cell model (Dee and Walsh) [42]. A comparison of various models showed similar predictions of the phase behavior of polymer blends for the Patterson equation of state, the Dee and Walsh modified cell model and the Sanchez-Lacombe equation of state, but differences with the Simha-Somcynsky theory [43]. The measurement and tabulation of PVT data for polymers can be found in [44]. [Pg.23]

This section concludes with the comparison of various models by Pyle (1972), shown in Figure 11.8. For the first-order reaction considered, the differences between the models are particularly noticeable near the bottom of the bed where the effect of the small bubbles used by Partridge and Rowe is in evidence. Over much of the range covered, moreover, the predictions of the models differ by up to 100% in either concentration or bed height. What is obvious from this comparison is a need for more reliable and general correlations for bubble properties. [Pg.214]

Figure 11.8 Comparison of various models and their dependence on effective bubble diameter. (Pyle 1972 reprinted with permission from Advances in Chemistry Series. Copyright 1972 American Chemical Society.)... Figure 11.8 Comparison of various models and their dependence on effective bubble diameter. (Pyle 1972 reprinted with permission from Advances in Chemistry Series. Copyright 1972 American Chemical Society.)...
A model problem. Comparison of methods. Further comparison of various iterative methods will be conducted by having recourse to the Dirichlet problem associated with Poisson s equation in the square 0 < < 1,... [Pg.665]

FIG. 23 Comparison of various one-parameter diffusion models. (Reproduced with permission from Ref. 448, Analysis of Diffusion and Structure in Polyacrylamide Gels by Nuclear Magnetic Resonance, M.S. Thesis, Florida State University, Copyright 1997, Brigita Penke.)... [Pg.576]

More than just a few parameters have to be considered when modelling chemical reactivity in a broader perspective than for the well-defined but restricted reaction sets of the preceding section. Here, however, not enough statistically well-balanced, quantitative, experimental data are available to allow multilinear regression analysis (MLRA). An additional complicating factor derives from comparison of various reactions, where data of quite different types are encountered. For example, how can product distributions for electrophilic aromatic substitutions be compared with acidity constants of aliphatic carboxylic acids And on the side of the parameters how can the influence on chemical reactivity of both bond dissociation energies and bond polarities be simultaneously handled when only limited data are available ... [Pg.60]

The following criteria are usually directly applied to the calibration set to enable a fast comparison of many models as it is necessary in variable selection. The criteria characterize the fit and therefore the (usually only few) resulting models have to be tested carefully for their prediction performance for new cases. The measures are reliable only if the model assumptions are fulfilled (independent normally distributed errors). They can be used to select an appropriate model by comparing the measures for models with various values of in. [Pg.128]

Returning to our data, it is especially interesting that we find a systematic reduction in solvent relaxation upon increase in polymer concentration, even at low polymer concentration, inasmuch as the relaxation should be almost exclusively by intramolecular dipolar relaxation. The existence of a T minimum at higher pol3rmer concentration permits us to make a meaningful comparison with various models. If the chloroform relaxation... [Pg.153]

Figure 8.5. Schematic comparison of various two-state models (from Miodownik... Figure 8.5. Schematic comparison of various two-state models (from Miodownik...
Fig. 25 Comparison of the predictions of various models for current injection from a metal electrode into a hopping system featuring a Gaussian DOS of variance a = 15 meV as a function of the electric field at different temperatures. The ID continuum and the 3D master equation model have been developed by van der Holst et al. [127]. The calculations based upon the Burin-Ramer and the Arkhipov et al. models are taken from [175] and [170] respectively. Parameters are the sample length L, the intersite separation a and the injection barrierA. From [127] with permission. Copyright (2009) by the American Institute of Physics... Fig. 25 Comparison of the predictions of various models for current injection from a metal electrode into a hopping system featuring a Gaussian DOS of variance a = 15 meV as a function of the electric field at different temperatures. The ID continuum and the 3D master equation model have been developed by van der Holst et al. [127]. The calculations based upon the Burin-Ramer and the Arkhipov et al. models are taken from [175] and [170] respectively. Parameters are the sample length L, the intersite separation a and the injection barrierA. From [127] with permission. Copyright (2009) by the American Institute of Physics...
Alvarez, M. D., Canet, W. (2002). A comparison of various rheological properties for modelling the kinetics of thermal softening of potato tissue (cv. Monalisa) by water cooking and pressure steaming. Int. J. Food Sci. Technol., 37, 41-55. [Pg.213]

A group at the Department of Chemical Engineering at Kyushu University in Fukuoka, Japan, spent the last decade working on a polyurethane foam scaffold for hepatic cells.In 1999, the group reported their work using a dog model that, showed that the performance of this system was equal, or probably superior to that of Demetriou s system, and in addition, our system improved renal function. This opinion is based on the comparison of various blood chemistries in the two devices (hollow hber vs. polyurethane foam). Table 7.2 depicts the comparison. [Pg.157]

Doyle, K. M., Feerick, S., Kirkby, D. L., Eddleston, A., Higgins, G. A. Comparison of various N-methyl-D-aspartate receptor antagonists in a model of short-term memory and a overt behaviour, Behav. Pharmacol. 1998, 9, 671-681. [Pg.416]

A model problem. Comparison of methods. Further comparison of various iterative methods will be conducted by having recourse to the Dirichlet problem associated with Poisson s equation in the square 0 < x1 < 1, 0 < x2 S 1 °f the unit sides /j = l2 = 1 and posed on a square grid u>h with steps h1 = h2 = h. As a special case of problem (2) in Section 2, the problem of interest is characterized by the grid equations... [Pg.665]

In what follows problem (37) will be treated as a model one in the further comparison of various methods in a step-by-step fashion in line with established priorities and answering real needs. We concentrate primarily on the total number of the iterations required in the simple iteration method (34)-(34/) and the method with optimal set of Chebyshev s parameters (14), (29). [Pg.666]

Since a comparison of various van t Hoff enthalpies (calculated by analysis of da/dT at Tm, the slope of /Tm vs In cjot. and the shape of the calorimetric curve)0 with the calorimetric enthalpy shows that A// h A//cai, it was concluded that the melting transition in this duplex is cooperative and well represented by a two-state model. [Pg.259]

Table 4.2 Comparison of Various Kinetic Models of Enzymatic Hydrolysis of Cellulose. Table 4.2 Comparison of Various Kinetic Models of Enzymatic Hydrolysis of Cellulose.
Figure 18. Comparison of various measures of drainage basin hypsometry with the predicted elevation of the precipitation weighted hypsometric mean elevation (black circles) for a selection of river compositions reported by Gajurel et al. (2006). The vertical bars are model-derived lc confidences in the predicted elevation based on measured 818Ow normalized to New Delhi. Figure 18. Comparison of various measures of drainage basin hypsometry with the predicted elevation of the precipitation weighted hypsometric mean elevation (black circles) for a selection of river compositions reported by Gajurel et al. (2006). The vertical bars are model-derived lc confidences in the predicted elevation based on measured 818Ow normalized to New Delhi.
Some possible causes for underestimation of the tunneling splitting by the adiabatic approximation were discussed in Section 6.2. Since the comparison of various approximations was the main goal pursued by these model calculations, the asymmetry caused by the crystalline environment was not taken into account. [Pg.183]

As indicated in Fig. 2.2, three different reforming concepts are available for high-temperature fuel cells. The steady-state anode model presented above allows a comparison of various combinations of reforming concepts. First, a system without a reforming catalyst inside the anode channel is considered - that is, a fuel cell without DIR. Three alternatives for fuel gas treatment are discussed ... [Pg.61]

The state of the art in the simulation of pyrolysis reactions for technological purposes has been set forth in various books [35—37] and papers [43—61, 69, 77—79]. An interesting comparison of reaction models has been done by Ross and Shu [38]. [Pg.278]


See other pages where Comparison of Various Models is mentioned: [Pg.256]    [Pg.340]    [Pg.283]    [Pg.278]    [Pg.310]    [Pg.153]    [Pg.153]    [Pg.307]    [Pg.256]    [Pg.340]    [Pg.283]    [Pg.278]    [Pg.310]    [Pg.153]    [Pg.153]    [Pg.307]    [Pg.235]    [Pg.118]    [Pg.80]    [Pg.160]    [Pg.48]    [Pg.67]    [Pg.212]    [Pg.277]    [Pg.437]    [Pg.36]    [Pg.191]    [Pg.54]   


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Comparisons of models

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