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Specifier interaction

SAS ACCESS and EXCEL librefs can be specified interactively by right-clicking on the Libraries icon in the SAS Explorer window and completing the parameters in the New Library window. You can define a libref called xlsfile that points to normal ranges like this ... [Pg.59]

Merck also proposed recently an expert system called Ruggedness Method Manager for ruggedness tests of chromatographic assay methods. The system uses fractional factorial designs. Besides the factors to be examined, interactions that possibly also could be relevant have to be defined by the user. The system then calculates a design in which the main effects are not confounded with one of the specified interactions. The interpretation criterion to identify statistically significant effects is not known to the authors of this chapter. [Pg.138]

D-optimal designs There are certain situations when a D-optimal design is a good choice. It should, however, be remembered that to construct such designs, the experimenter must specify a reasonable model, and that the design is optimized to estimate the parameters of this model and nothing else D-optimal designs are very useful when only a few variables are likely to have interaction effects. A model with linear terms and the specified interaction terms would then be reasonable. [Pg.204]

The composed, operations, specified interactively by the software engineer assisted by the tool, constitute the export interface of the technical wrapper . A composed operation is represented in the bottom-right quadrant of Fig. 5.62 as a sequence diagram. [Pg.578]

Models in the case study of Sect. 6.4 (column (d) in Fig. 6.1), on the conceptual realization layer, have an explicit basic specification, which is independent of the application domain. The characteristics of an application domain are specified interactively by the so-called parameterization environment (types of tasks, documents etc.). A graph transformation specification is generated from these interactive specifications, which extends the basic and domain-independent specification. Again, using this parameterization environment, different kinds of determinations for specific could have been introduced. [Pg.633]

The authors have so far not succeeded to identify practically used systems where not even custom formulas can be developed. Such systems can of cause be constructed by negating the assmnptions of lEC 61508, part 6. B.3.1, but that does not make these systems common in industry . E.g. a multi-channel system with complex, but specified interaction would be a candidate for system simulation. If in addition exponential failure rates are not appropriate, even Markov Methods would be difficult to use. Such systems do actually exist in industrial apphcations, but normally the information about the interaction between the channels cannot be specified well enough to make dedicated calculation worthwhile and one is often left with 8-model estimations to tackle the common cause issues. [Pg.1602]

Upon reconstruction the adsorption layer structure is formed as boundary layer structure (Fig.4). The last one made of organoting polymer concentrated solutions is well described by associative model which specifies interaction of polymer balls by separate chain sections being outside of ball. Oranotin polymer coatings form various structures independent of molecular formation from associates to crystal Is. And if films structural defects can exert a significant effect on reproduction of hydrohytic decay interactions proceed in interphase stage. [Pg.436]

In principle, polymer layers adsorbed on nanoparticles can be considered as an unusual medium— namely, a polymer solution specifying interaction forces between the dispersed phase particles. Evidently, the interaction between particles is negligibly weak when the adsorbed molecules are densely packed on the surface and the macromolecules nearly lie on it. As soon as die particles approach and adsorbed polymer layers superimpose, the loops engage, and there occurs an interaction whose model is shown in Figure 2. [Pg.105]

MD computes a trajectory of a N-particle system by solving Newton s equations of motion. Let us first consider a system of N atoms in cartesian coordinates. This may be a fluid of atoms or a fluid oI molecules made up of atoms with specified interactions between the atoms in a moleciile. We will then describe methods of solution for these cartesian coordinates and velocities. Subsequently we will consider the case that molecules are treated as rigid bodies and cases in which molecules have internal degrees of freedom as well as internal constraints. [Pg.479]


See other pages where Specifier interaction is mentioned: [Pg.119]    [Pg.92]    [Pg.50]    [Pg.498]    [Pg.100]    [Pg.103]    [Pg.99]    [Pg.41]    [Pg.602]    [Pg.316]    [Pg.113]    [Pg.278]    [Pg.105]    [Pg.41]    [Pg.110]    [Pg.206]    [Pg.181]    [Pg.126]    [Pg.111]    [Pg.140]    [Pg.7]    [Pg.229]   
See also in sourсe #XX -- [ Pg.110 , Pg.195 , Pg.204 ]




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