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Coefficient stability

The following physico-chemical properties of the analyte(s) are important in method development considerations vapor pressure, ultraviolet (UV) absorption spectrum, solubility in water and in solvents, dissociation constant(s), n-octanol/water partition coefficient, stability vs hydrolysis and possible thermal, photo- or chemical degradation. These valuable data enable the analytical chemist to develop the most promising analytical approach, drawing from the literature and from his or her experience with related analytical problems, as exemplified below. Gas chromatography (GC) methods, for example, require a measurable vapor pressure and a certain thermal stability as the analytes move as vaporized molecules within the mobile phase. On the other hand, compounds that have a high vapor pressure will require careful extract concentration by evaporation of volatile solvents. [Pg.53]

Source Averaging time (min) Coefficient Stability class ... [Pg.269]

Molecular weight and structure Partition coefficient Stability PK... [Pg.341]

Table 8 Absorption maxima, extinction coefficients, stability constants, and standard electrode potentials for selected Tris-(l,4-diimine)iron(II) complexes in water... Table 8 Absorption maxima, extinction coefficients, stability constants, and standard electrode potentials for selected Tris-(l,4-diimine)iron(II) complexes in water...
Mechanisms and yields of analytical procedures such as precipitation or coprecipitation that are essential for their apphcation can be elucidated. Furthermore, general analytical data can be obtained by apphcation of tracer techniques, for example distribution coefficients, stability constants and solubilities. [Pg.353]

Lee, G. J., Han, M. G., Chung, S. C., Suh, K. D., Im, S. S., Effect of crossUnking on the positive temperature coefficient stability of carbon black-filled HOPE/ ethylene-ethylacrylate copolymer blend system. Polymer Engineering and Science 2002, 42,1740-1747. [Pg.297]

Galerkin method becomes unstable and useless. It can also be seen that these oscillations become more intensified as a becomes larger (note that the factor affecting the stability is the magnitude of a and oscillatory solutions will also result using large negative coefficients). [Pg.58]

The described method can generate a first-order backward or a first-order forward difference scheme depending whether 0 = 0 or 0 = 1 is used. For 9 = 0.5, the method yields a second order accurate central difference scheme, however, other considerations such as the stability of numerical calculations should be taken into account. Stability analysis for this class of time stepping methods can only be carried out for simple cases where the coefficient matrix in Equation (2.106) is symmetric and positive-definite (i.e. self-adjoint problems Zienkiewicz and Taylor, 1994). Obviously, this will not be the case in most types of engineering flow problems. In practice, therefore, selection of appropriate values of 6 and time increment At is usually based on trial and error. Factors such as the nature of non-linearity of physical parameters and the type of elements used in the spatial discretization usually influence the selection of the values of 0 and At in a problem. [Pg.66]

Note that the relative spatial arrangement of the phenyl, amine, and hydroxyl functionahties are identical for (R)-alprenolol and (5)-sotalol. In addition to P-blocking activities, some of these compounds also possess potent local anaesthetic activity (see Anesthetics). The membrane stabilizing activity, however, is not stereoselective and correlates directly with the partition coefficient (hydrophobicity) of the compound. [Pg.250]

Dimensional Stability. Plastics, ia general, are subject to dimensional change at elevated temperature. One important change is the expansion of plastics with increa sing temperature, a process that is also reversible. However, the coefficient of thermal expansion (GTE), measured according to ASTM E831, frequendy is not linear with temperature and may vary depending on the direction in which the sample is tested, that is, samples may not be isotropic (Eig. 7). [Pg.448]

BiaxiaHy orieated PPS film is transpareat and nearly colorless. It has low permeability to water vapor, carbon dioxide, and oxygen. PPS film has a low coefficient of hygroscopic expansion and a low dissipation factor, making it a candidate material for information storage devices and for thin-film capacitors. Chemical and thermal stability of PPS film derives from inherent resia properties. PPS films exposed to tolueae or chloroform for 8 weeks retaia 75% of theh original streagth. The UL temperature iadex rating of PPS film is 160°C for mechanical appHcatioas and 180°C for electrical appHcations. Table 9 summarizes the properties of PPS film. [Pg.450]

A recently introduced polycarbonate-based blend offers a low coefficient of thermal expansion. This new thermoplastic is designed for large sheet applications such as doors or siding. Its high dimensional stability will eliminate warping from exposure to varying temperatures. [Pg.334]

Sutton Micrometeorology, McGraw-Hill, 1953, p, 286) developed a solution to the above difficulty by defining dispersion coefficients, O, Gy, and O, defined as the standard deviation of the concentrations in the downwind, crosswind, and vertical x, y, z) directions, respectively, The dispersion coefficients are a function of atmospheric conditions and the distance downwind from the release. The atmospheric conditions are classified into six stability classes (A through F) for continuous releases and three stability classes (unstable, neutral, and stable) for instantaneous releases. The stability classes depend on wind speed and the amount of sunlight, as shown in Table 26-28,... [Pg.2342]

Worst-case atmospheric conditions occur to maximize (C). This occurs with minimum dispersion coefficients and minimum wind speed u within a stability class. By inspection of Figs. 26-54 and 26-55 and Table 26-28, this occurs with F-stability and u = 2 m/s. At 300 m = 0.3 km, from Figs. 26-54 and 26-55, <3 = 11m and <3 = 5 m. The concentration in ppm is converted to kg/m by application of the ideal gas law. A pressure of 1 atm and temperature of 298 K are assumed. [Pg.2344]

Application of IP and NCS in conjunction with specification tolerance limits enables to substantiate acceptance criteria for linear regression metrological characteristics (residual standard deviation, correlation coefficient, y-intercept), accuracy and repeatability. Acceptance criteria for impurity influence (in spectrophotometric assay), solution stability and intermediate precision are substantiated as well. [Pg.340]


See other pages where Coefficient stability is mentioned: [Pg.192]    [Pg.107]    [Pg.1]    [Pg.1]    [Pg.313]    [Pg.739]    [Pg.192]    [Pg.107]    [Pg.1]    [Pg.1]    [Pg.313]    [Pg.739]    [Pg.130]    [Pg.706]    [Pg.2679]    [Pg.3070]    [Pg.3071]    [Pg.231]    [Pg.349]    [Pg.387]    [Pg.325]    [Pg.368]    [Pg.91]    [Pg.548]    [Pg.376]    [Pg.219]    [Pg.373]    [Pg.528]    [Pg.221]    [Pg.229]    [Pg.257]    [Pg.164]    [Pg.337]    [Pg.395]    [Pg.306]    [Pg.56]    [Pg.32]    [Pg.269]   
See also in sourсe #XX -- [ Pg.379 , Pg.384 , Pg.386 ]




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