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Models for predicting functions

UNIFAC andASOG Development. Pertinent equations of the UNIQUAC functional-group activity coefficient (UNIFAC) model for prediction of activity coefficients including example calculations are available (162). Much of the background of UNIFAC involves another QSAR technique, the analytical solution of groups (ASOG) method (163). [Pg.249]

A challenge particularly suited to chemical engineers is the development of process models for predicting the microstiucture and surface stiucture of catalysts as a function of the conditions of their preparation Such models could be used not only to guide the preparation of existing materials, but also to explore possibihties for making novel catalysts. [Pg.171]

Pelander et al. [81] developed a computer program for optimization of the mobile phase composition in TLC. They used the desirability function technique combined with the PRISMA model to enhance the quahty of TLC separation. They apphed the statistical models for prediction of retardation and band broadening at different mobile phase compositions they obtained using the PRISMA method the optimum mobile phase mixtures and a good separation for cyanobacterial hepatotoxins on a normal phase TLC plate and for phenolic compound on reversed-phase layers. [Pg.93]

Using perturbation theory. Hammer and Nprskov developed a model for predicting molecular adsorption trends on the surfaces of transition metals (HN model). They used density functional theory (DFT) to show that molecular chemisorption energies could be predicted solely by considering interactions of a molecule s HOMO and LUMO with the center of the total d-band density of states (DOS) of the metal.In particular. [Pg.16]

This simple empirical model for predicting the I.S. shift of a Mossbauer nucleus placed in a metallic system (alloys, as well as intermetallic compounds), uses differences in the tabulated macroscopic work functions and bulk moduli to model differences in the microscopic electronegativities and electron densities at... [Pg.19]

Figure 7. Simple model for predicting the ">0 " 0 ratio in observed secondary ions as a function of bonding configuration, (a) Condensation allows for a range of abundances depending on the number of bonds between the silane molecule and the surface. Electron donation (b). and protonation (c). both predict that no mixing of O O should be observed. Figure 7. Simple model for predicting the ">0 " 0 ratio in observed secondary ions as a function of bonding configuration, (a) Condensation allows for a range of abundances depending on the number of bonds between the silane molecule and the surface. Electron donation (b). and protonation (c). both predict that no mixing of O O should be observed.
The aim of this Chapter is the development of an uniform model for predicting diffusion coefficients in gases and condensed phases, including plastic materials. The starting point is a macroscopic system of identical particles (molecules or atoms) in the critical state. At and above the critical temperature, Tc, the system has a single phase which is, by definition, a gas or supercritical fluid. The critical temperature is a measure of the intensity of interactions between the particles of the system and consequently is a function of the mass and structure of a particle. The derivation of equations for self-diffusion coefficients begins with the gaseous state at pressures p below the critical pressure pc. A reference state of a hypothetical gas will be defined, for which the unit value D = 1 m2/s is obtained at p = 1 Pa and a reference temperature, Tr. Only two specific parameters, Tc, and the critical molar volume, VL, of the mono-... [Pg.160]

In this paper, a model for predicting trickling-pulsing transition, as proposed by Ng (6), is extended to include large-size columns. Preliminary calculations of pressure drop and holdup as a function of bed height indicate several interesting features associated with large-scale reactors. [Pg.9]

Benchmark RI-MP2 database of nucleic acid base trimers performance of different density functional models for prediction of structures and binding energies ... [Pg.232]

A qualitative model for predicting the height of the barrier as a function of the location of the avoided crossing on the reaction coordinate was proposed by Caldwell (1980). It is based on an estimate of the crossing between the correla ion line of the doiihlv excited confipuraiion D and the ground... [Pg.342]

Figure 9.2 The root mean squared error (RMSE) of models for prediction of aqueous solubility of chemical compounds shown as a function of the number of molecules, n, used for model development and validation. The results of methods developed using quantum chemical (3D), topological descriptors (2D/1D), and methods based on other physicochemical descriptors (PhysChem) are shown. Figure 9.2 The root mean squared error (RMSE) of models for prediction of aqueous solubility of chemical compounds shown as a function of the number of molecules, n, used for model development and validation. The results of methods developed using quantum chemical (3D), topological descriptors (2D/1D), and methods based on other physicochemical descriptors (PhysChem) are shown.
The stability constants of ion pairs (their log /Cassoc values) have been shown to be proportional to the electrostatic function ZMzJd, where z Z/. are the charge of metal cation and ligand, and d rM + ri, the sum of their crystal radii (cf. Fig. 3.5). Mathematical models for predicting ion pair stabilities generally assume this proportionality and include the simple electrostatic model, the Bjerrum model, and the Fuoss model (cf. Langmuir 1979). Such models can predict stabilities in fair agreement with empirical data for monovalent and divalent cation ion pairs. [Pg.109]

Substitution of equation 6 into equation 5, together with the expressions for k and kp,aqueous as a function of MW, provides a simple model for predictions of kp in terms of octanol-water partition coefficients and MW. An expression similar to equation 6 was also developed by Potts and Guy (1992) ... [Pg.522]

Dyson, J.S., and R.E. White. 1987. A comparison of the convective dispersion equation and transfer function model for predicting chloride leaching through undisturbed structured clay soil. J. Soil. Sci. 38 157-172. [Pg.71]

Haring and Greenkorn (1970) developed an alternative statistical model for predicting dispersion in a network of randomly intersecting tubes. In this model, both l and r are assumed to be random variables distributed according to the beta probability distribution function, with parameters a, bx and ar,br, respectively. Haring and Greenkom s (1970) expression for K is ... [Pg.114]

Linear alkyl benzene (LAB) is manufactured by catalytic dehydrogenation of C10-C13 n-parafifins, followed by alkylation with benzene. High product selectivity, and reasonable catalyst life, in the dehydrogenation reaction, are obtained at the expense of conversion, by adjusting reaction parameters. Proper choice of reaction parameters is thus of paramount importance in this reaction. The present study, was carried out with n-decane, as model feed, and a promoted Pt/ALOs catalyst. A composite Box-Wilson experimental design was adopted to develop an empirical model for predicting monoene yield as a function of reaction conditions. Further, the model was used for determination of optimum reaction parameters. [Pg.809]


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For prediction

Functional modeling

Functional models

Functional prediction

Model acceptance for transfer-function-based technique predictability

Model function

Modeling Predictions

Modelling predictive

Predicting function

Prediction model

Predictive models

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