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Correlations parameters

Outlined below are the steps required for of a X T.E calciilation of vapor-phase composition and pressure, given the liquid-phase composition and temperature. A choice must be made of an equation of state. Only the Soave/Redlich/Kwong and Peng/Robinson equations, as represented by Eqs. (4-230) and (4-231), are considered here. These two equations usually give comparable results. A choice must also be made of a two-parameter correlating expression to represent the liquid-phase composition dependence of for each pq binaiy. The Wilson, NRTL (with a fixed), and UNIQUAC equations are of general applicabihty for binary systems, the Margules and van Laar equations may also be used. The equation selected depends on evidence of its suitability to the particular system treated. Reasonable estimates of the parameters in the equation must also be known at the temperature of interest. These parameters are directly related to infinite-dilution values of the activity coefficients for each pq binaiy. [Pg.539]

The variation of mechanical parameters correlates with variation of AH sudden drop of tensile and impact strength with a thin modifier layer, then increase of strength with increase of poly(urethane urea) film — a minor increase of strength but a tangible one for specific impact strength. [Pg.13]

The shape of kinetic curves shown by Figure 1 clearly indicates the complexity of the reaction which requires at least five-parameter correlation (Eqn. 1). [Pg.266]

In view of the above arguments, we have continued to use the CTr substituent constants as a delocalized effect parameter. Correlations in this paper have been made therefore with Oj and or constants. The ai values were generally taken from the compilation of Charton (29), and Or values were obtained from the equation... [Pg.85]

Parameters Correlated Correlation Coefficient Student s t Probability of Error Sign of Slope... [Pg.344]

According to the mode of parameter correlation, Ej(30) was introduced in the group of parameters that describe the acidity of solvent and partially its polarity, and n in the group of parameters that present the dielectric properties of solvents. Quantitative relations between different parameters of polarity, such as correlation between the n scale or and the dielectric constant and refractive index of... [Pg.83]

Among the correlations between physicochemical properhes, the most noteworthy one was between dipole moment and log P (e.g. in water, see Fig. 1.7). Clearly, a higher dipole moment implies a greater hydrophUicity, but the fact that the two parameters correlate despite their different nature can be seen as a mutual vahda-hon of the respective algorithms used to calculate them. [Pg.15]

Calculated molecular descriptors including H-bond parameters were used for QSAR studies on different types of permeabiUty. For example, the new H-bond descriptor characterizing the total H-bond ability of a compound, was successfully appUed to model Caco-2 cell permeability of 17 drugs [30]. A similar study on human jejunal in vivo permeabiUty of 22 structurally diverse compounds is described in Ref. [62]. An exceUent one-parameter correlation of human red ceU basal permeabiUty (BP) was obtained using the H-bond donor strength [63] ... [Pg.145]

Hansch, C., Leo, A. J. (eds.) Substituent Parameters Correlation Analysis in Chemistry and Biology, Wiley, New York, 1979. [Pg.309]

OPERATING PARAMETER CORRELATIONS FOR CHF PREDICTIONS IN REACTOR DESIGN... [Pg.429]

Martinelli and Nelson (M7) developed a procedure for calculating the pressure drop in tubular systems with forced-circulation boiling. The procedure, which includes the accelerative effects due to phase change while assuming each phase is an incompressible fluid, is an extrapolation of the Lockhart and Martinelli x parameter correlation. Other pressure drop calculation procedures have been proposed for forced-circulation phase-change systems however, these suffer severe shortcomings, and have not proved more accurate than the Martinelli and Nelson method. [Pg.20]

If the structural entities are lamellae, Eq. (8.80) describes an ensemble of perfectly oriented but uncorrelated layers. Inversion of the Lorentz correction yields the scattering curve of the isotropic material I (5) = I (s) / (2ns2). On the other hand, a scattering pattern of highly oriented lamellae or cylinders is readily converted into the ID scattering intensity /, (53) by ID projection onto the fiber direction (p. 136, Eq. (8.56)). The model for the ID intensity, Eq. (8.80), has three parameters Ap, dc, and <7C. For the nonlinear regression it is important to transform to a parameter set with little parameter-parameter correlation Ap, dc, and oc/dc. When applied to raw scattering data, additionally the deviation of the real from the ideal two-phase system must be considered in an extended model function (cf. p. 124). [Pg.179]

Functions and partly also constants for nonbonded interactions within single molecules (intramolecular interactions) have been taken over in many cases from investigations of interactions between different molecules (intermolecular interactions) (7,3). The derivation of parameters for nonbonded interactions presents further difficulties, e.g. the problem of the anisotropy of such interactions (8, 23) and parameter correlations (Section 2.4.). There is no agreement on the question whether pairs of atoms separated by a chain of only three bonds should be counted as nonbonded interactions. Some authors include these pairs,... [Pg.169]

The lion s share of the computer-time for the least-squares process has to be provided for forming the Z-matrix. The elements of this matrix are evaluated partly numerically and partly analytically in the calculations of Lifson and Warshel (17). In certain cases, strong parameter correlations may occur. Therefore caution is demanded when inverting the matrix C. Also from investigations other than consistent force-field calculations it is known that such correlations frequently occur among the parameters for the nonbonded interactions (34,35). Another example of force field parameter correlations was encountered by Ermer and Lifson (19) in the course of the calculation of olefin properties. When... [Pg.176]

It has already been shown that the Cone calorimeter smoke parameter correlates well with the obscuration in full-scale fires (Equation 1). At least four other correlations have also been found for Cone data (a) peak specific extinction area results parallel those of furniture calorimeter work [12] (b) specific extinction area of simple fuels burnt in the cone calorimeter correlates well with the value at a much larger scale, at similar fuel burning rates [15] (c)maximum rate of heat release values predicted from Cone data tie in well with corresponding full scale room furniture fire results [16] and (d) a function based on total heat release and time to ignition accurately predicts the relative rankings of wall lining materials in terms of times to flashover in a full room [22]. [Pg.530]

A low field shift of proton signals of the OH-group in A-(salicylidenephenyl-amine-A-oxides H-12.7-13.6 ppm) indicates the presence of an intramolecular hydrogen bond. The value of this shift depends on the pK value of the parent phenol (400). While studying solvation effects of 11 NMR spectra in a-(2-hydroxy-l-phenyl)-A-(4-substituted-phenyl)nitrones, a Koppel-Palm three-parameter correlation was detected (401). [Pg.193]

Includes an analysis of substituent-parameter correlations for r)5-C5HsFe(CO)2X for a variety of X... [Pg.148]

Coefficients in Gaussian Plume Dispersion Parameter Correlations"... [Pg.269]

Fig. 22. Finite-size scaling plot of the order parameter correlation function at 0 == 1/2 and temperatures in the regime Tj < T < T for the model of Fig. 20. Resulting estimates i((T) are indicated. (From Landau. )... Fig. 22. Finite-size scaling plot of the order parameter correlation function at 0 == 1/2 and temperatures in the regime Tj < T < T for the model of Fig. 20. Resulting estimates i((T) are indicated. (From Landau. )...

See other pages where Correlations parameters is mentioned: [Pg.733]    [Pg.20]    [Pg.21]    [Pg.26]    [Pg.31]    [Pg.259]    [Pg.1135]    [Pg.397]    [Pg.84]    [Pg.70]    [Pg.401]    [Pg.409]    [Pg.377]    [Pg.253]    [Pg.253]    [Pg.253]    [Pg.253]    [Pg.253]    [Pg.11]    [Pg.308]    [Pg.346]    [Pg.350]    [Pg.423]    [Pg.233]    [Pg.200]    [Pg.192]    [Pg.156]    [Pg.1049]    [Pg.101]    [Pg.435]    [Pg.423]   
See also in sourсe #XX -- [ Pg.35 ]




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Composite parameters correlations

Confounding and Correlation Between Parameters

Correlating Values of Parameters with Feed Properties

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Correlation between parameter

Correlation between parameters for non-linear models

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Correlation functions structural parameters from

Correlation intrinsic parameter

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Correlation of kinetic parameters with analytical data

Correlation of parameters

Correlation parameters for

Correlation with solubility parameters

Correlation, structural parameters from

Correlation, structural parameters from measured scattering intensity

Correlation-type parameters

Correlations Between Oxygen Diffusion Parameters

Correlations Grunwald-Winstein parameters

Correlations Hammett parameters

Correlations between Empirical Parameters and Other Measurable Solvent Properties

Correlations between geometrical parameter

Correlations of model parameters

Correlations solvent parameter

Determinant parameter correlation matrix

Dipole orientation correlation parameter

Dispersion parameters correlations

Hammett ap-parameters, correlations compounds

Hammett parameter correlation with

Heteronuclear multiple bond correlation parameters

Hydrogen bonding parameter correlations

Kirkwood correlation parameter

Lockhart-Martinelli correlation parameters

Nearest-neighbor correlation parameter

Orientational correlation parameter

Parameter Correlation Equations

Parameter analysis correlation, suppression

Parameter correlation matrix

Parameter cross-correlations

Parameter molecular correlations

Parameters correlated

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Purely Empirical Correlations Using Operating Parameters and Physical Properties

Quality parameters, correlation

Scattering structural parameters from correlation

Second order parameter correlation

Solvent effects multi-parameter correlation

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Spatial correlations and the order parameter

Taft parameters, correlations

Test parameters, correlation

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