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Band spacing, optimization

A mapping of the dependence of analyte retention (expressed as the natural logarithm of the retention factor, k) on the mobile phase composition (expressed as the volume fraction of solvent in the mobile phase, (p) in isocratic elution (or as k versus ip in gradient elution) with a minimum of two initial experiments can be used to define the useful range of mobile phase conditions, and can indicate the mobile phase composition at which the band spacing is optimal (see Figure 10). [Pg.16]

Ion-suppression chromatography is used for the separation of weak acids and bases by reversed-phase chromatography [296-299]. The pH of the mobile phase is generally selected to either optimize the band spacing of a series of ionizable substances with different dissociation constants or set to a value to completely inhibit the dissociation of all ionizable compounds. Neutral and ionic substances can be separated simultaneously... [Pg.316]

The composition of isoeluotropic solvents is simply calculated using the additive nature of the volume fractions and their respective solvent weighting factors. If, the solvent strength of the methanol-water (60 40) mixture was about optimum for a particular separation but not its selectivity, the band spacing (resolution) could be further optimized by using isoeluotropic mixtures containing water-acetonitrile and water-tetrahydrofuran. The composition of these mixtures is calculated as indicated for acetonitrile-water... [Pg.374]

A novel optimization approach based on the Newton-Kantorovich iterative scheme applied to the Riccati equation describing the reflection from the inhomogeneous half-space was proposed recently [7]. The method works well with complicated highly contrasted dielectric profiles and retains stability with respect to the noise in the input data. However, this algorithm like others needs the measurement data to be given in a broad frequency band. In this work, the method is improved to be valid for the input data obtained in an essentially restricted frequency band, i.e. when both low and high frequency data are not available. This... [Pg.127]

Presented band structure calculations have been done by computer code SOLID 2000 [4,5], The lattice parameters of MgB2 (hexagonal structure, space group P6mmm), with the fraction coordinates of the unit cell atoms Mg = (0,0,0) B1 = (1/3,2/3,1/2) B2 = (2/3,1/3,1/2), have been optimized in a good agreement with the experiment, a/ Equilibrium - undistorted geometry... [Pg.92]

At the start of optimization of the reaction system, suitable values for pH and temperature have to be chosen as a function of the properties of the reactants and enzymes. Fortunately, most enzyme reactions operate in a narrow band with respect to pH value (7-10) and temperature (30-50 °C). The initial substrate concentration and, in the case of two-substrate reactions, the stoichiometric ratio of the two reactants, have to be selected. The selected enzyme concentration influences both the achievable space-time-yield as well as the selectivity in the case of undesired parallel or consecutive side reactions. In the case of multi-enzyme systems, the optimal activity ratio has to be found. The activity and stability of all the enzymes involved have to be known as a function of the reaction conditions, before the kinetic measurements are made. Enzyme stability is an important aspect of biocatalytic processes and should be expressed preferably as an enzyme unit consumption number, with the dimension unit of activity per mass of product (such as mole, lb, or kg). In multi-enzyme systems the stability of all the enzymes has to be optimized so that an optimal reaction rate and space-time-yield result. [Pg.92]


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See also in sourсe #XX -- [ Pg.266 , Pg.267 , Pg.268 , Pg.269 , Pg.270 , Pg.271 ]




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Optimal space

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