Big Chemical Encyclopedia

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

Articles Figures Tables About

Fractional effective concentration

A more accurate analysis of this problem incorporating renormalization results, is possible [86], but the essential result is the same, namely that stretched, tethered chains interact less strongly with one another than the same chains in bulk. The appropriate comparison is with a bulk-like system of chains in a brush confined by an impenetrable wall a distance RF (the Flory radius of gyration) from the tethering surface. These confined chains, which are incapable of stretching, assume configurations similar to those of free chains. However, the volume fraction here is q> = N(a/d)2 RF N2/5(a/d)5/3, as opposed to cp = N(a/d)2 L (a/d)4/3 in the unconfined, tethered layer. Consequently, the chain-chain interaction parameter becomes x ab N3/2(a/d)5/2 %ab- Thus, tethered chains tend to mix, or at least resist phase separation, more readily than their bulk counterparts because chain stretching lowers the effective concentration within the layer. The effective interaction parameters can be used in further analysis of phase separation processes... [Pg.54]

Figure 1 Is a flow sheet showing some significant aspects of the Iterative analysis. The first step In the program Is to Input data for about 50 physical, chemical and kinetic properties of the reactants. Each loop of this analysis Is conducted at a specified solution temperature T K. Some of the variables computed In each loop are the monomer conversion, polymer concentration, monomer and polymer volume fractions, effective polymer molecular weight, cumulative number average molecular weight, cumulative weight average molecular weight, solution viscosity, polymerization rate, ratio of polymerization rates between the current and previous steps, the total pressure and the partial pressures of the monomer, the solvent, and the nitrogen. Figure 1 Is a flow sheet showing some significant aspects of the Iterative analysis. The first step In the program Is to Input data for about 50 physical, chemical and kinetic properties of the reactants. Each loop of this analysis Is conducted at a specified solution temperature T K. Some of the variables computed In each loop are the monomer conversion, polymer concentration, monomer and polymer volume fractions, effective polymer molecular weight, cumulative number average molecular weight, cumulative weight average molecular weight, solution viscosity, polymerization rate, ratio of polymerization rates between the current and previous steps, the total pressure and the partial pressures of the monomer, the solvent, and the nitrogen.
The [solute] term may, in fact, comprise several component parts if the solute is ionic, or precipitation involves agglomeration. This equilibrium constant is not written as a fraction because the effective concentration of the undissolved solute [solute] (S) can be taken to be unity. [Pg.171]

Since effects of radioactive decay on the molar mass can be neglected, q>bas Sr can be replaced with an excellent precision by expressed through equation (1.3.2) as a function of mass fractions / and concentrations CSr requires... [Pg.27]

The effect of a non-uniform cross-section was considered by Robins113 , who studied the effect of reducing the area in part of the vessel by immersing a solid body, as shown in Figure 5.6. If the cross-sectional area, sedimentation velocity, and fractional volumetric concentration are C, uc, and A below the obstruction, and C, u c, and A at the horizontal level of the obstruction, and unit area, then ... [Pg.244]

In summary, we have isolated three toxins from lipid extracts of tqxicus. We have demonstrated that the guinea pig ileum preparation is an effective assay for these toxins in nanogram quantities. All three fractions effectively inhibited the guinea pig ileum preparation in its response to histamine at nanogram concentrations. The GT-3 toxic fraction is quite different from the other two (GT-1, GT-2) in being very slow acting and nonreversible in nature. [Pg.253]

A dose of 1 at 30 mg/kg increased the effects of intravenous doses of epinephrine at 5 g/kg and of dl-noreplnephrine at 10 ug/kg on both blood flow and blood pressure. Intravenous phenoxybenzamine at 15 mg/kg plus tolazollne at 2 mg/kg prevented almost completely the actions of I on blood pressure and blood flow Intravenous reserpine at 2 mg/kg increased markedly the effects of I at 30 mg/kg on blood pressure and peripheral resistance, but converted the usual immediate, small, temporary increase in blood flow into an immediate, small, temporary decrease. These various responses would be expected from either a mild sympathomimetic amine or an inhibitor of the breakdown of endogenous catecholamines Indeed, I at 10 M, was found to inhibit the monoamlneoxldase of the rat s liver. If the dose of I used in these experiments were distributed into the same fraction of the body water as that estimated for the human body,the concentration in the plasma would be about 9 times that stated above as the effective concentration for inhibiting the mono amine oxIdase. It is possible that inhibition of monoamlneoxldase by I plays a part in inducing the effects of the oxime on blood vessels and blood pressure. It is possible also that I interferes with reuptake of catecholamines by nerve endings this possibility seems not to have been explored. [Pg.290]

It is characteristic of such a laser ion source that the experimental conditions for LIMS can be optimized with respect to a stoichiometric evaporation and effective ionization of solid sample material by varying the laser power density as demonstrated in Figure 2.20. Under certain experimental conditions fractionation effects can be avoided. Stoichiometric laser evaporation and ionization of analyzed material is found at a laser power density between 109Wcm 2 and 1010Wcm-2. In this laser power density range, the relative sensitivity coefficients of the chemical elements (RSC = measured element concentration/true element concentration) are nearly one for all the... [Pg.48]

The mean-field theory has a number of shortcomings, including the approximations of a mean concentration around all particles and the establishment of spherically symmetric diffusion fields around every particle, similar to those that would exist around a single particle in a large medium. The larger the particles total volume fraction and the more closely they are crowded, the less realistic these approximations are. No account is taken in the classical model of such volume-fraction effects. Ratke and Voorhees provide a review of this topic and discuss extensions to the classical coarsening theory [8]. [Pg.371]

Table-TV shows the effect ot fhe LMW fraction on the activity of some of these enzymes in vitro. Maltase, lactase and invertase were competitively inhibited at a concentration of 10 mg/ ml. When the effectsof a range of concentrations (2.5-20 mg/ml) of the LMW fraction were studied, it was revealed that the inhibition was not of the pure competitive type. Table V shows the effect of the HMW fraction. Low concentrations had to be used in the assays, as the intense brown color of this fraction interfered with the spectrophotometric measurements. In spite of this a strong competitive inhibition of lactase and of invertase was found. Maltase was also inhibited, and, to a lesser extent, even trehalase. a-Amylase from saliva was not affected at the concentration tested. Table-TV shows the effect ot fhe LMW fraction on the activity of some of these enzymes in vitro. Maltase, lactase and invertase were competitively inhibited at a concentration of 10 mg/ ml. When the effectsof a range of concentrations (2.5-20 mg/ml) of the LMW fraction were studied, it was revealed that the inhibition was not of the pure competitive type. Table V shows the effect of the HMW fraction. Low concentrations had to be used in the assays, as the intense brown color of this fraction interfered with the spectrophotometric measurements. In spite of this a strong competitive inhibition of lactase and of invertase was found. Maltase was also inhibited, and, to a lesser extent, even trehalase. a-Amylase from saliva was not affected at the concentration tested.

See other pages where Fractional effective concentration is mentioned: [Pg.461]    [Pg.461]    [Pg.115]    [Pg.1231]    [Pg.248]    [Pg.201]    [Pg.196]    [Pg.414]    [Pg.884]    [Pg.87]    [Pg.560]    [Pg.17]    [Pg.18]    [Pg.64]    [Pg.459]    [Pg.287]    [Pg.333]    [Pg.409]    [Pg.223]    [Pg.766]    [Pg.343]    [Pg.47]    [Pg.148]    [Pg.173]    [Pg.101]    [Pg.343]    [Pg.110]    [Pg.1189]    [Pg.311]    [Pg.367]    [Pg.391]    [Pg.273]    [Pg.73]    [Pg.56]    [Pg.37]    [Pg.411]    [Pg.62]    [Pg.378]    [Pg.152]   
See also in sourсe #XX -- [ Pg.461 , Pg.463 , Pg.464 , Pg.473 ]




SEARCH



Effect fraction

Fraction 30 concentrations

© 2024 chempedia.info