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Cook’s Model

The hyperbolic extension to Cook s models was proposed in [181]. The system of RT equations is... [Pg.221]

Cook94] Cook, S., and J. Daniels. 1994. Designing Object Systems Object-Oriented Modeling with Syntrophy. Englewood Cliffs, N.J. Prentice Hall. [Pg.732]

Cook s Distance Plot (Model Diagnostic) A statistic known as Cook s distance can be used to detect calibration data outliers by identilying which samples are most influential on the model. Now that the selected variables have been finalized, it is good practice to examine the calibration data for influential samples. These samples should be investigated and removed if it is determined that they have an unusual effect on the model. [Pg.313]

Cook s Distance Plot (Model Diagnostic) In Figure 5.80, the Cook s distance is plotted versus sample number for tlie three-variable caustic model. All values are much less than 1 (the maximum is 0.14), which is an indication that no samples are potentially over ) influential on the model parameters. [Pg.320]

Detonation, Cook s Geometrical Model Theory of. See Detonation, Geometrical Model Theory of Cook... [Pg.242]

The differences are easily seen even between A B. This is in agreement with Cook s geometrical model but not with the Jones nozzle theory or Eyring s curved-front theory, since in the latter theories... [Pg.722]

The agreement between theory and experiment is very good for epoxy networks over a wide range of temperatures (Yamini and Young, 1980 Cook et al., 1998), especially near Tg, in contrast with Argon s model. Kitagawa (1977) generalized Bowden s theory and assumed that a power-law relationship exists between r and G ... [Pg.376]

Kemball-Cook S., Wang B. and Fu X. (2002). Simulation of the intraseasonal oscillation in the ECHAM-4 model The impact of coupling with an ocean model. Journal of the Atmospheric Sciences, 59(9), 1433-1453. [Pg.534]

Distance measures, such as Cook s distance, combine the concept of leverage and residuals to compute an overall measure of a calibration sample s influence on the calibration model. Cook s distance is computed as... [Pg.129]

Bowman J. R., Willett S. D., and Cook S. J. (1994) Oxygen isotopic transport and exchange during fluid flow onedimensional models and applications. Am. J. Sci. 294, 1-55. [Pg.1486]

Pratt s model for the stabilizing influence of formaldehyde on associated liquid systems is not without precedents. Terbilcox ( ) investigated the reactions of formaldehyde with calcium and ammonium lignosulfonates under acidic conditions. An increase in viscosity was noted with cooking for the ammonium lignosulfonate, but not the calcium-based lignin. This viscosity increase was reported in the... [Pg.77]

Similar to the linear regression case, influence diagnostics for linear mixed models can be developed using case deletion. These extensions include Cook s distance, DFFITs, COVRATIO, and PRESS residuals. For example, a linear mixed effects extension to DFFITS is... [Pg.196]

Two chemicals, acenaphthene and cyclopenta(cof)pyrene (Nos. 106 and 117 of Table 4, respectively) had rather large residuals (> 60° Q.The Cook s distance for these two chemicals indicated they were influential cases. Given these circumstances, an outlier test was performed and both chemicals had a significant result. After the removal of these chemicals, the following model was developed ... [Pg.109]

To measure the change of the influential observation, the model has to be built by including or deleting it. From the two models, we obtain different estimations for the y values that can be used to compute a measure, the so-called Cook s distance, D ... [Pg.250]

I.S. Cole, T.H. Muster, N. Azmat, M. Venkatraman, A. Cook, Multiscale modelling of the conrosion of metals under atmospheric corrosion, Electrochim. Acta 56 (2011) 1856-1865. [Pg.480]

Elsom-Cook s work raises the further issue of how the system should model and conduct a coherent dialogue as well as maintain a sensible balance between telling students the answer or telling them what to do and giving them the chance to discover answers and methods for themselves. [Pg.195]

Among various characteristics of the slurry, abrasive particle size has significant influence on MRR. There are two models, contact area model and indentation volume model, to explain it. At the small abrasive parficle, the contact area model is dominant. As abrasive size increases, the indentafion volume model becomes more appropriate (Basim et al., 2000). According to Cook s hypothesis, the active sites on the abrasive surface also play a key role in MRR. These active sites are influenced by various physicochemical conditions including pH, ionic strength, temperature, and concentration. Rheological behavior of CMP slurries is also important because their mass transport on the pad can effect three-body (slurry—pad—wafer) interaction. Hence, it is very important to imderstand the characteristics of slurry because they have significant influence on CMP performances. [Pg.284]

Cook s theorem (cf. [10]) states that any NP-problem can be converted to the satisfiability problem in CPL in poljmomial time. The proof shows, in a constructive way, how to translate a Turing machine into a set of CPL formulas in such a way that the machine outputs T if, and only if, the formulas are consistent. As mentioned in the introduction, a model of paraconsistent Turing machines presented in [1] was proved to solve Deutsch-Jozsa problem in an efficient way. We conjecture that a similar result as Cook s theorem can be proven to paraconsistent Turing machines. In this way, paraconsistent circuits could be shown to efficiently solve Deutsch-Jozsa problem. Consequences of this approach would be the definition of non-standard complexity classes relative to such unconventional models of computation founded over non-classical logics. [Pg.39]

Nixon also suggested that prominent theories of flotation could be reconciled by the electrochemical approach. This is illustrated in Fig. 1, in which the requirement of a neutral surface species in Cook and Nixon s model can be met in different ways. The anodic reaction can be adsorption as proposed by Wark and Cox (Fig. la). Also, it can be the formation of a metal thiol compound as proposed by Taggart and co-workers. The latter process can occur as a single step as in Fig. lb or through separate surface oxidation and ion-exchange processes as shown in Figs. Ic and Id. In addition, the anodic process can be the formation of the dithiolate as suggested by Nixon and illustrated in Fig. le. [Pg.405]

Heinrich (1980) proposed that more than one-fifth of the accidents are caused by a series of unsafe acts which finally lead to accidents occurs. He further elaborates that the degree of injury is a matter of probabihty. Nevertheless, Cooke and Lingard (2011) suggest that Heinrich s model focuses too much on the immediate circumstances surrounding the incidents, it fails to include unsafe conditions which also have systemic and organizational causes. Furthemmore, it is misguided to attribute incidents to interaction of multiple causes. [Pg.19]

Food. The most successful appHcation of microwave power is that of food processing (qv), cooking, and reheating. The consumer industry surpasses all other microwave power appHcations. Essentially all microwave ovens operate at 2450 MH2 except for a few U.S. combination range models that operate at 915 MH2. The success of this appHance resulted from the development of low cost magnetrons producing over 700 W for oven powers of 500-800 W (Table 3). [Pg.344]

To illustrate how different m(X ) and x may happen to be, let s consider as a specific example (others can be found in Saraiva and Stephanopoulos, 1992c) a Kraft pulp digester. The performance metric y, that one wishes to minimize, is determined by the kappa index of the pulp produced and the cooking yield. Two decision variables are considered H-factor (xj), and alkali charge (X2). Furthermore, we will assume as perfect an available deterministic empirical model (Saraiva and Stephanopoulos, 1992c), /, which expresses y as function of x, i.e., that y =/(xi, X2) is perfectly known. [Pg.120]

Cook. A. W., J. J. Riley, and S. M. deBruyuKops. 1997. A sub-grid model for non-premixed turbulent combustion. 11th Symposium (International) on Turbulent Shear Flow Proceedings. Grenoble, France. 16.13-16.18. [Pg.155]


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