Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Relationships among parameters

Photoinitiation is not as important as thermal initiation in the overall picture of free-radical chain-growth polymerization. The foregoing discussion reveals, however, that the contrast between the two modes of initiation does provide insight into and confirmation of various aspects of addition polymerization. The most important application of photoinitiated polymerization is in providing a third experimental relationship among the kinetic parameters of the chain mechanism. We shall consider this in the next section. [Pg.371]

The characteristic separation curve can be deterrnined for any size separation device by sampling the feed, and coarse and fine streams during steady-state operation. A protocol for determining such selectivity functions has been pubHshed (4). This type of testing, when properly conducted, provides the relationships among d K, and a at operating conditions. These three parameters completely describe a size separation device and can be used to predict the size distribution of the fine and coarse streams. [Pg.434]

Scheuhammer, A.M., Basu, N., and Burgess, N.M. et al. (2008). Relationships among mercury, selenium, and neurochemical parameters in common loons and bald eagles. Ecotoxicology 17, 93-102. [Pg.367]

The following analysis and discussion of protein structure is based almost exclusively on the results of three-dimensional X-ray crystallography of globular proteins. In addition, one structure is included that was determined by electron diffraction (purple membrane protein), and occasional reference is made to particularly relevant results from other experimental techniques or from theoretical calculations. Even with this deliberately restricted viewpoint the total amount of information involved is immense. Millions of independent parameters have been determined by protein crystallography, and the relationships among almost any subset of them are of potential interest. A major aim of the present study is to provide a guide map for use in exploring this forest of information. [Pg.178]

In a closed system when temperature and pressure are constant, the sum of chemical potentials of all components is fixed in contrast, in an open system, the chemical potential of all components is influenced by both the thermodynamic parameters of the phases and various parameters outside the system. The main relationship among phases, components, and physical conditions is given by the phase rule. [Pg.30]

The need for multivariate techniques is apparent when one considers that each measured parameter contributes one dimension to the representation. Thus examining two parameter interactions requires a two dimensional plot. Such graphical representations are effective in identifying significant relationships among the variables. A three variable system requires a three dimensional plot to simultaneously represent all potential bivariate interactions. However, as the number of variables increases the dimensionality of the required representation exceeds man s ability to perceive significant patterns in the data. Indeed, humans do not conceptualize comfortably beyond three dimensions. Without assistance one would be restricted to considering only problems that are characterized by three factors. [Pg.17]

The second part of the work involves implementing a robust controller. The key issue in the controller design is the treatment of system dynamics uncertainties and rejection of exogenous disturbances, while optimizing the flow responses and control inputs. Parameter uncertainties in the wave equation and time delays associated with the distributed control process are formally included. Finally, a series of numerical simulations of the entire system are carried out to examine the performance of the proposed controller design. The relationships among the uncertainty bound of system dynamics, the response of flow oscillation, and controller performance are investigated systematically. [Pg.357]

Silva, E. A. M. Borges, E Gulmaraes, C. Lima,]. L. F. C. Matos, C. Reis, S. Phenolic Acids and Derivatives Studies on the Relationship among Structure, Radical Scavenging Activity, and Physicochemical Parameters.]. Agric. Food Chem. 2000, 48, 2122-2126. [Pg.680]

CORRELATION RELATIONSHIPS AMONG ENERGETIC, STRUCTURAL, AND ELECTRON DENSITY PARAMETERS OF INTERMOLECULAR DIHYDROGEN-BONDED COMPLEXES... [Pg.175]

See Note). The relationships among certain parameters were machine-calculated and plotted (Ref 32)... [Pg.560]

If two or more quasi-monochromatic beams propagating in the same direction are superposed incoherently, that is to say, there is no fixed relationship among the phases of the separate beams, the total irradiance is merely the sum of the individual beam irradiances. Because the definition of the Stokes parameters involves only irradiances, it follows that the Stokes parameters of a collection of incoherent sources are additive. [Pg.53]

The most immediate goal of scientific or industrial experimentation is to find relationships among manipulated and observed variables, or to validate such relationships coming from some underlying theory. A mathematical description almost invariably involves estimating the values of some unknown parameters to best match the available body of experimental observations. [Pg.139]

Unfortunately, there are some technical difficulties associated with the determinant criterion (ref. 28). Minimizing the determinant (3.66) is not a trivial task. In addition, the method obviously does not apply if det[ V(p) ] is zero or nearly zero for all parameter values. This is the case if there exist affine linear relationships among the responses y, y2,. .., yny, as we discussed in Section 1.8.7. To overcome this problem the principal component analysis of the observations is applied before the estimation step. [Pg.184]

One of the aims of a validation study is to establish the repeatability and reproducibility precision. Experiments performed under repeatability conditions (see chapter 2) are those repeated over a short period of time, with the same analyst and same equipment. For an analysis, the repeats must be independent, involving the entire method, and not simply the operation of the instrument several times. Reproducibility conditions are the sine qua non of the interlaboratory study. Different laboratories, with different analysts, instruments, reagents, and so on, analyze the sample at different times, but all with the same method. The relationship among these parameters is shown in figure 5.5. [Pg.145]

We once again nondimensionalize the equation for the sake of some generality and to help understand the relationships among the physical parameters. In addition to the normalization parameters used in the fluid problem alone, a parameter is needed to normalize temperature. Here we choose... [Pg.162]

Table 44 Relationships among magnetic-anisotropy parameters for nearly-octahedral dn complexesa... Table 44 Relationships among magnetic-anisotropy parameters for nearly-octahedral dn complexesa...
Hammett, after illustrating the existence of linear relationships among the data for a variety of side-chain reactions, defined the (7-constants to characterize the behavior of substituent groups. In the application of the Hammett equation the cr-parameters are assumed to be constant. The assessment of the validity of this same assumption for substituents in aromatic substitution reactions is the major problem which must be considered prior to the adoption of a simple two-parameter linear free-energy relationship for these reactions. Preliminary evaluations of linear relationships were undertaken through somewhat modified procedures as discussed in Section IV. Now, however, with many quantitative data available it is no longer necessary to rely on the less direct Selectivity Relationship. Rather, the more straightforward conventional Hammett approach is applicable. This procedure requires the adoption of the a1 -constants derived from the study of substituted phenyldimethylcarbinyl chlorides and the assumption of constancy of the values. This assumption is shown to be fully justified in subsequent tests of the relationship. [Pg.94]

Qualitative Relationships Among Performance and Process Parameters for Control by Mass Transfer and Chemical Reaction (6)... [Pg.970]

Gupta, S. C., Leathers, T. D., El-Sayed, G. N., and Ignoffo, C. M. (1994). Relationships among enzyme activities and virulence parameters in Beauveria bassiana infections of Galleria mellonella and Trichoplusia ni. Journal of Invertebrate Pathology, 64, 13-17. [Pg.294]


See other pages where Relationships among parameters is mentioned: [Pg.426]    [Pg.426]    [Pg.149]    [Pg.347]    [Pg.267]    [Pg.131]    [Pg.42]    [Pg.112]    [Pg.351]    [Pg.21]    [Pg.110]    [Pg.183]    [Pg.107]    [Pg.107]    [Pg.113]    [Pg.113]    [Pg.274]    [Pg.497]    [Pg.79]    [Pg.134]    [Pg.311]    [Pg.104]    [Pg.93]    [Pg.201]    [Pg.760]    [Pg.16]    [Pg.25]    [Pg.277]    [Pg.79]    [Pg.68]   
See also in sourсe #XX -- [ Pg.119 ]




SEARCH



Parameters, relationships among statistical

Parameters, relationships among substituent

© 2024 chempedia.info