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Component excess

Separations by column liquid chromatography (HPLC) and TIC occur by essentially the same physical processes. The two methods have often been considered as competitors when it would be more realistic to consider then as complementary, both having their own strengths and weaknesses. In HPLC each sample component must travel the complete length of the column and the total separation time is determined by the time required for the slowest moving component to reach the detector. While for TLC the total time for the separation is the time required for the solvent front to migrate a predetermined distance, and is independent of the migration distance of the sample components. Excessively retained components result in a considerable loss of time in HPLC while components accumulated at the head of the column are completely eluted, and if this is not possible, permanent alteration of the... [Pg.330]

The proportions of primary and secondary phosphine formed are dependent on the molar ratio of the reaction components. Excess of phosphine leads mainly to 8, while an excess of ketone produces a practically quantitative yield of P. The two phosphines 8 and 9 are both hydrolytically stable but, however, are oxidised to oily products by air. The secondary phosphine 9 reacts with di-ethylphenylboronate to give the ester 10 in high yield. ... [Pg.43]

Some paths to improvement appear explicitly in Eq. 12.39. It is clear, for example, that Rs increases with the relative selectivity AKIK. The latter can be altered by changing various chemical (e.g., stationary phase) and physical (e.g., temperature) parameters. However, Eq. 12.39 shows that these changes must not be made in such a manner as to drive the components excessively into the mobile phase or else R will approach unity and 1 - R (and k ) will approach zero and thus erode resolution. It is desirable therefore to keep R small, at least below 0.5 (equivalent to k > 1) if possible. This simply means that one must maintain a reasonable level of retention, that is, peaks should not emerge until well after the void peak. [Pg.280]

Fig. 1 Application of eqn (2) to an ideal binary mixture A-B with equal volumes of the components. Excess (or deficit) number of molecules i i = A, B) around a central molecule A. 1 is An a a and 2 is A ba (KBIs were provided by eqns (A 1-4) and (A 1-5) in Appendix... Fig. 1 Application of eqn (2) to an ideal binary mixture A-B with equal volumes of the components. Excess (or deficit) number of molecules i i = A, B) around a central molecule A. 1 is An a a and 2 is A ba (KBIs were provided by eqns (A 1-4) and (A 1-5) in Appendix...
Off gas from furnace is introduced into the combustion chamber to burn its remaining combustibles, and to decompose its pollutant and other odor components. Excess air is automatically controlled by the oxgen concentration at the exit of the combustion chamber. Heat of off gas from the combustion chamber is recovered by the waste heat boiler. Steam generated in the boiler is supplied to the indirect steam dryer. When the amounts of steam generated is not sufficient for drying dewatered cake, auxiliary fuel is used to generate the additional steam. [Pg.490]

Phenoplast gels, if proportioned properly, will not leave an unreacted excess of either of the major components. (Excess of either resorcinol or formaldehyde can free itself into groundwater or air and become a potential hazard.) Thus, only the catalyst could possibly leach out to cause environmental pollution. Gels from properly proportioned constituents are generally inert (i.e., nontoxic and noncaustic). [Pg.234]

Additional practical considerations that are attractive about the sulfonation process is its safety and ease of treatment of waste components. Excess sulfur trioxide is easily removed with a gas scrubber to yield a simple to handle sulfuric acid stream, and with the convenient ammonia neutralization process described above, the principal waste stream is comprised of water with a small amount of ammonium sulfate. Methods of avoiding waste by recycling of SO3 itself have also been described... [Pg.277]

Risk of fall on critical components, excessive instability. [Pg.179]

However, if the liquid solution contains a noncondensable component, the normalization shown in Equation (13) cannot be applied to that component since a pure, supercritical liquid is a physical impossibility. Sometimes it is convenient to introduce the concept of a pure, hypothetical supercritical liquid and to evaluate its properties by extrapolation provided that the component in question is not excessively above its critical temperature, this concept is useful, as discussed later. We refer to those hypothetical liquids as condensable components whenever they follow the convention of Equation (13). However, for a highly supercritical component (e.g., H2 or N2 at room temperature) the concept of a hypothetical liquid is of little use since the extrapolation of pure-liquid properties in this case is so excessive as to lose physical significance. [Pg.18]

This chapter presents quantitative methods for calculation of enthalpies of vapor-phase and liquid-phase mixtures. These methods rely primarily on pure-component data, in particular ideal-vapor heat capacities and vapor-pressure data, both as functions of temperature. Vapor-phase corrections for nonideality are usually relatively small. Liquid-phase excess enthalpies are also usually not important. As indicated in Chapter 4, for mixtures containing noncondensable components, we restrict attention to liquid solutions which are dilute with respect to all noncondensable components. [Pg.93]

Single irreversible reactions. An excess of one feed component can force another component toward complete conversion. As an... [Pg.34]

In a single reaction (where selectivity is not a problem), the usual choice of excess reactant is to eliminate the component which is more difficult to separate in the downstream separation system. Alternatively, if one of the components is more hazardous (as is chlorine in this example), again we try to ensure complete conversion. [Pg.35]

Prepare the aqueous waste for biological treatment by removing excessive load or components that will inhibit the biological processes. [Pg.310]

Basic, forms a stable water-soluble dihydrochloride. Diazotization gives brown azodyes (Bismarck brown) owing to the coupling of the partially diazotized base with the excess of diamine. Is also used as an end component of many azo-dyes, readily coupling with one or two molecules of diazo compound. [Pg.305]

Surface heterogeneity may merely be a reflection of different types of chemisorption and chemisorption sites, as in the examples of Figs. XVIII-9 and XVIII-10. The presence of various crystal planes, as in powders, leads to heterogeneous adsorption behavior the effect may vary with particle size, as in the case of O2 on Pd [107]. Heterogeneity may be deliberate many catalysts consist of combinations of active surfaces, such as bimetallic alloys. In this last case, the surface properties may be intermediate between those of the pure metals (but one component may be in surface excess as with any solution) or they may be distinctly different. In this last case, one speaks of various effects ensemble, dilution, ligand, and kinetic (see Ref. 108 for details). [Pg.700]

Since H=K. + V, the canonical ensemble partition fiinction factorizes into ideal gas and excess parts, and as a consequence most averages of interest may be split into corresponding ideal and excess components, which sum to give the total. In MC simulations, we frequently calculate just the excess or configurational parts in this case, y consists just of the atomic coordinates, not the momenta, and the appropriate expressions are obtained from equation b3.3.2 by replacing fby the potential energy V. The ideal gas contributions are usually easily calculated from exact... [Pg.2246]

Section VI shows the power of the modulus-phase formalism and is included in this chapter partly for methodological purposes. In this formalism, the equations of continuity and the Hamilton-Jacobi equations can be naturally derived in both the nonrelativistic and the relativistic (Dirac) theories of the electron. It is shown that in the four-component (spinor) theory of electrons, the two exha components in the spinor wave function will have only a minor effect on the topological phase, provided certain conditions are met (nearly nonrelativistic velocities and external fields that are not excessively large). [Pg.101]


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See also in sourсe #XX -- [ Pg.352 ]




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