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Residual absorbance, minimization

To quantify the measured spectra, a combination of linear and nonlinear least-squares fitting routines are used, in which the measured intensities are fit to those of scaled reference spectra while minimizing the residual absorbance. Taking the natural logarithm of Eq. (E), one obtains... [Pg.557]

The next logical step toward chromophore design was to conduct a spectral survey of commercially available organic compounds in order to learn some general structure-property relationships for minimization of the residual absorbance. As an easily measured figure of merit, the ratio between the minimum and maximum molar absorptivities has been used. In many cases, this ratio (expressed in percent, or more conveniently, as the minimum molar absorptivity per 100,000 L/mol-cm of maximum absorbance) is 5-10% (5000-10,000 per 100,000). (The lower the number the better the dye.) An improved figure of merit would take into account the area under the absorption curve as well as the location of the transparent window relative to the peak in the absorption. This is tantamount to calculating the dispersion from the absorption spectrum, which was too complex for this type of survey. [Pg.210]

Dinitroaniline herbicides show minimal plant systematic translocation properties with the majority of the absorbed residues in the root tissues. Metabolites identified include traces of Al-dealkylation, alkyl and aryl hydroxylation and nitro reduction products. Low levels of dinitroaniline herbicide residues have been reported in raw agricultural commodities according to Good Agricultural Practice. [Pg.389]

The residue can be minimized using bilayer schemes and sensitivity can be increased by either using poly(vinyl biphenyl) derivatives that are more absorbing at 248 nm or by adding anthracene derivatives to chlorinated poly(styrene) polymer. The present formulations are not production worthy because of this residue and we are currently working on approaches that may eliminate this problem. [Pg.205]

But where did the calibration plane come from By letting the computer use the same statistical tool that it used before the least squares best fit. Only this time it operates with one more dimension. Initially (in order to calibrate the system) one obtains a so-called "learning set" of standards (samples which have been analyzed by some acceptable reference method). Each sample is then measured at each wavelength and the absorbances are plotted in three dimensional space rather than in the plane of a sheet of graph paper. The residuals (distances from point to plane) are minimized by the least squares algorithm, and the plane which fits best through these points is, by definition, the calibration plane (see Figure 10). [Pg.99]

As in the convention techniques, urea is produced at about 180 to 7XXPC. On the other hand, the residual carbamate is decomposed at the synthesis pressure, by reducing its partial pressure by means of gas stripping. The recombination of the reactants thus liberated occurs alter their condensation, by passage in an absorber or a scrubber, which also serves to recondense the fractions vaporized during the reaction, and to achieve recycling entirely in liquid form. To minimize corrosion problems, the different effluents are normally caused to flow by gravity, or by vaporization, or even by means of ejectors. [Pg.107]

Array formulas can simplify worksheets, as illustrated in the following four examples, where absorbance values from a first-order rate process are fitted to the equation A calc = Aoe. The worksheet calculates the sum of squares of residuals, which was minimized by changing Aq and k to obtain the least-squares best fit of the calculated absorbance to the experimental values. The values of Aq and k obtained in this way were 0.85503 and 0.49537, respectively. [Pg.91]


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See also in sourсe #XX -- [ Pg.205 ]




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Absorbed residues

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