King model

Fig. 39. Schematics of the W(001) p2mg surface reconstruction the Debe-King model.

Figure 2.10 The flat-fielded Chandra image in the energy band 0.5-2.5 keV with a King model subtracted to remove the large scale radial surface brightness gradient. Many faint features are seen including 1) the prominent eastern and southwestern arms and their bifurcation (El, E2 and SI, S2 identify the extensions of the eastern and southwestern arms), 2) the 14 kpc (3 ) ring, 3) the 17 kpc (3.75 ) arc, and 4) the faint southern 37 kpc (8 ) arc.

For Sc > 1000 c = 1/2 and for Sc < 500 c = 1/3 applied. This finding could be described in terms of the multi-parameter King model (King 1976), which contained a combination of molecular diffusion and turbulent eddy diffusion. 

G. Bhanot, S. Black, P. Carter, and R. Salvador, Phys. Lett. B, 183, 331 (1987). A New Method for the Partition Function of Discrete Systems with Application to the 3D king Model. 

D Shoesmith, B Ideka, F King, Modelling Aqueous Corrosion, KR Trethewey, PR Roberge (eds.), Kluwer Academic, Dordrecht, The Netherlands, pp. 201-238, XXX. 

Three-Dimensional king Model A High-Resolution Monte Carlo Study. 

Lattice-gas model — This is a variant of the king model, in which the component of the spin is interpreted as the presence or absence of certain particles. In electrochemistry, this model has been applied to adsorption phenomena and to liquid-liquid interfaces. 

The problem consists in the ab initio determination of the 3D king model parameters and the study of this model at finite temperature. 

C.D. Poulter and C.-H.R. King, Model studies of terpene biosynthesis. 

For n=2, H g / dr (x -y ) implies a higher transition temperature for the x (if g < 0) or the y component, i.e. uniaxial symmetry. This yields crossover to king model behavior. The XY behavior occurs only at the bicritical point, defined by The two Ising... 

One of Che earliest examples of a properly conceived experimental investigation of the flux relations for a porous medium is provided by the work of Gunn and King [53] on the dusty gas model equations, and the following discussion is based largely on their work. Since all their experiments were performed on binary mixtures, the appropriate flux relations are (5.26) and (5,27). Writing... 

In summary, a combination of the plot based on equation (10.6), using any single substance, and determination of the asymptote (10.14), using any pair of substances, provides a sound means of evaluating the parameters K, tC and. Having found these, further experimental points on (10.6) and (10.15), and possibly also (10.7), provide a check on the adequacy of the dusty gas model. Provided attention is limited to binary mixtures, this check can be quite comprehensive. In their published paper Gunn and King... 

CATALYSTS - REGENERATION - FLUID CATALYTIC CRAC KING UNITS] (Vol 5) Turbulent boundary layer model... 

D. H. King, D. F. James. Analysis of the Rouse model in extensional flow. J Chem Phys 72 4749 754, 1983. 

The globally S5mchronous development of erosion surfaces and slow uplift rates of shields indicates that models based on localized heating of the crust and mantle are not adequate to explain the uplift process. To produce near simultaneous surfaces on separate continents. King (1967) invoked global epeirogeny - uplift... 

King RS, Sharma V, Pedersen LC, Kakuta Y, Negishi M, Duffel MW. Structure-function modeling of the interactions of the A-alkyl-A-hydroxyanilines with rat hepatic aryl sulfotransferase IV. Chem Res Toxicol 2000 13 1251-8. 

Michaelides A, Ranea VA, de Andres PL, King DA. 2003b. General model for water monomer adsorption on close-packed transition and noble metal surfaces. Phys Rev Lett 90 216102. 

A. W. King, W. R. Emanuel, and W. M. Post, Projecting future concentrations of atmospheric COi with global carbon cycle models the importance of simulating historical changes. Environmental Management /6 91 (1992). 

There are many methods that can be, and have been, used for optimization, classic and otherwise. These techniques are well documented in the literature of several fields. Deming and King [6] presented a general flowchart (Fig. 4) that can be used to describe general optimization techniques. The effect on a real system of changing some input (some factor or variable) is observed directly at the output (one measures some property), and that set of real data is used to develop mathematical models. The responses from the predictive models are then used for optimization. The first two methods discussed here, however, omit the mathematical-modeling step optimization is based on output from the real system. 

FG King, RL Dedrick. Physiological model for the pharmacokinetics of 2 -deoxyco-formycin in normal and leukemic mice. J Pharmacokin Biopharm 9 519-534, 1981. 

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