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Sizing five phases

A variety of cyclic ethers, 410, have been obtained via both, solution-phase and polymer-supported methods in the [3 + 2] cycloadditions of nitrile oxides to alkenes and dienes to give isoxazolines (Scheme 1.50). Both simple and substituted dienes have been found suitable for polymer-supported formation of cyclic ethers of ring sizes five through seven (449). [Pg.87]

Figure 19 RPC of a mixture of synthetic peptide polymers. Column SynChropak RP-P Ci8 (250 X 4.6 mm ID, 6.5-pm particle size, 300-A pore size). Mobile phase linear gradient, where eluent A is 0.1% aqueous trifluoroacetic acid (TFA), pH 2.0, and eluent B is 0.1% TFA in acetonitrile gradient rate, 1% acetonitrile/min flow rate, 1 mL/min temperature, 26°C. (A) Elution profile of five peptide polymers (10-50 residues sequences shown in Fig. 2). (B) Plot of predicted minus peptide observed retention time (t - versus the sum of the retention coefficients (H o 6t al. [164] times the logarithm of the number of residues (In N). (C)... Figure 19 RPC of a mixture of synthetic peptide polymers. Column SynChropak RP-P Ci8 (250 X 4.6 mm ID, 6.5-pm particle size, 300-A pore size). Mobile phase linear gradient, where eluent A is 0.1% aqueous trifluoroacetic acid (TFA), pH 2.0, and eluent B is 0.1% TFA in acetonitrile gradient rate, 1% acetonitrile/min flow rate, 1 mL/min temperature, 26°C. (A) Elution profile of five peptide polymers (10-50 residues sequences shown in Fig. 2). (B) Plot of predicted minus peptide observed retention time (t - versus the sum of the retention coefficients (H o 6t al. [164] times the logarithm of the number of residues (In N). (C)...
Scientific (Northbrook, IL) contain a silica support with a -y-glycidoxypropylsi-lane-bonded phase to minimize interaction with anionic and neutral polymers. The columns come in five different pore sizes ranging from 100 to 4000 A. The packing material has a diameter from 5 to 10 /cm and yields in excess of 10,000 plate counts. With a rigid silica packing material, the columns can withstand high pressure (maximum of 3000 psi) and can be used under a variety of salt and/or buffered conditions. A mobile phase above pH 8, however, will dissolve the silica support of the column (21). A summary of the experimental conditions used for Synchropak columns is described in Table 20.8. [Pg.572]

The substituted five-ring OPVs have been processed into poly crystal line thin films by vacuum deposition onto a substrate from the vapor phase. Optical absorption and photolumincscence of the films are significantly different from dilute solution spectra, which indicates that intermolecular interactions play an important role in the solid-state spectra. The molecular orientation and crystal domain size can be increased by thermal annealing of the films. This control of the microstruc-ture is essential for the use of such films in photonic devices. [Pg.629]

The number 10 refers to the diameter of the silica particles in micron and not the pore size. The five solutes (1-5) were largely hydrocarbon in nature having mean molecular diameters of 11,000, 240, 49.5, 27.1 and 7.4 A respectively. The mobile phase employed was tetrahydrofuran (THF). This solvent is adsorbed as a layer on the surface of the silica (a phenomenon that will be discussed in more detail... [Pg.35]

Several types of compound undergo elimination on heating, with no other reagent present. Reactions of this type are often run in the gas phase. The mechanisms are obviously different from those already discussed, since all those require a base (which may be the solvent) in one of the steps, and there is no base or solvent present in pyrolytic elimination. Two mechanisms have been found to operate. One involves a cyclic transition state, which may be four, five, or six membered. Examples of each size are... [Pg.1322]

The durability of the catalytic system was investigated by employing it in five successive hydrogenations. Similar TOFs were observed due to the water solubihty of the protective agent which retains nanoparticles in aqueous phase. The comparative TEM studies show that (i) the average particle size was 2.2 0.2 nm (ii) the coimter anion of the surfactant does not allow a major influence on the size and (iii) nanoparticle suspensions have a similar size distribution after catalysis. [Pg.272]

Figures 6, 7 and 9 show calibration curves using two multi-column combinations and illustrate the degree of "optimization obtained in this system. The mobile phases for Figures 6 and 7 contained 0.025 g polyethylene oxide and ion exclusion and adsorption effects should therefore be largely eliminated. Figure 6 shows that reasonably good resolution can be obtained with a combination of five columns but does exhibit some loss of peak separation at the low cuid high MW ends. In Figure 7 the effect of adding a sixth column of small pore size is illustrated and it is seen that resolution at the low MW end is thereby somewhat improved. This calibration curve is effectively linear with a change of slope at 500,000 MW. It should provide a useful aqueous GPC system for MW and MWD determination of nonionic polyacrylamides. Figures 6, 7 and 9 show calibration curves using two multi-column combinations and illustrate the degree of "optimization obtained in this system. The mobile phases for Figures 6 and 7 contained 0.025 g polyethylene oxide and ion exclusion and adsorption effects should therefore be largely eliminated. Figure 6 shows that reasonably good resolution can be obtained with a combination of five columns but does exhibit some loss of peak separation at the low cuid high MW ends. In Figure 7 the effect of adding a sixth column of small pore size is illustrated and it is seen that resolution at the low MW end is thereby somewhat improved. This calibration curve is effectively linear with a change of slope at 500,000 MW. It should provide a useful aqueous GPC system for MW and MWD determination of nonionic polyacrylamides.
The other state variables are the fugacity of dissolved methane in the bulk of the liquid water phase (fb) and the zero, first and second moment of the particle size distribution (p0, Pi, l )- The initial value for the fugacity, fb° is equal to the three phase equilibrium fugacity feq. The initial number of particles, p , or nuclei initially formed was calculated from a mass balance of the amount of gas consumed at the turbidity point. The explanation of the other variables and parameters as well as the initial conditions are described in detail in the reference. The equations are given to illustrate the nature of this parameter estimation problem with five ODEs, one kinetic parameter (K ) and only one measured state variable. [Pg.315]

Regression Equations. Elements of four regression equations. Equations 1-4, embodying the structure/activity relationships inherent in the Phase I dataset are illustrated in Table V. Equations 1 and 2 were derived from all the observations in the 202 compound Phase I dataset except five compounds inactive at 500 ppm in the mite test and six compounds inactive at 500 ppm in the egg test. The r terms, in each case the fraction of biological data variation in the regression datasets accounted for by the model, are satisfactory considering the precision of the test protocols and the size and diversity of the datasets ... [Pg.326]


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