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Packings determination

Paekaging material has a dual role and aets both to eontain the produet and to prevent the entry of microot nisms or moisture wMeh may resrrlt in spoilage, and it is therefore important that the sotrrce of contamination is not the packaging itself. The microflora of packaging materials is dependent upon both its eomposition and storage eonditions. This, and a consideration of the type of pharmaeeutioal product to be packed, determine whether a sterilization treatment is required. [Pg.348]

EFFECTIVE PORE SIZE DISTRIBUTION FOR COLUMN PACKINGS DETERMINED BV SIZE-EXCLUSION OtROMATOGRAPHY... [Pg.190]

Interestingly, the introduction of two bromomethyl functions in 4- and 5-positions of ethylen-l,3-dithiole-2-thione leads to a packing determined by weak interactions involving also the bromine atoms. One I2 molecule behaves as an acceptor towards S and as donor towards the second I2 molecule, which in turn behaves as donor towards the a c Br orbital (Figure 13). Intermolecu-lar S- -Br, CFF Br and L -I contacts make up a three-dimensional network.480 Reaction of 5,5-dimethyl-2-selenoxoimidazoline-4-one with iodine provided the first structurally characterised compound of the type [RR C Se — I-I].32 The Se-I bond is shorter (269.9 pm) and the I-I contacts are longer (296.2 pm) than in 1 1 adducts of dialkylselenides with iodine (see Chapter 8.2). [Pg.842]

This short overview illustrates the large complexity of the SEC processes and explains the absence of a quantitative theory, which would a priori express dependence between pore size distribution of the column packing—determined for example by mercury porosimetry—and distribution constant K in Equation 16.4. Therefore SEC is not an absolute method. The SEC columns must be either calibrated or the molar mass of polymer species in the column effluent continuously monitored (Section 16.9.1). [Pg.471]

LB films prepared from hexadecyl-TCNQ TMTTF and (heptadecyl-dimethyltetrathia-fulvalene)2 TCNQ and from their mixtures Electron microscopy and electron diffraction Molecular packing determined conductivities best lateral d.c. conductivity was 0.5 S cm -1 765... [Pg.166]

The solubility of the sample components in the mobile phase relative to the packing determines the retention time on the reverse-phase column. In this case, increasing the amount of aqueous solution alters the solubility of the sample and the retention is increased. [Pg.378]

In the absence of liquid flow the gas hold-up is 0.58. This value is the porosity of the packing determined with a 10% error by a volumetric method. For constant gas velocity at 0.037 m/s measurement of the total hold-up in the gas phase have shown that the pressure had no effect on this hydrodynamic parameter in the range 0.1 to 1.3 MPa. This result can be explained by the fact that the hold-up only depends on the residence time, which is constant for a given gas velocity in the pressure range studied, as shown in table 1. [Pg.683]

The symmetry of the monomer packing determines the symmetry of the products, e.g. cinnamic acids will form only one of the various possible dimers, the symmetry of which is present in the monomer crystal Even absolute asymmetric syntheses are possible utilizing the symmetry relationships of topochemical reactions... [Pg.94]

E. Absorption and distillation, countercurrent gas-liquid flow, random and structured packing. Determine Hr and Ha... [Pg.767]

The flow rate of both phases, viscosity, density, surface tension, and size and shape of the packing determine the value of a . These same factors affect the value of the mass transfer coefficients Ky and Kx. Therefore, it is expedient to include a in the mass transfer equation and define two new quantities KyU and Kxa. These quantities would then be correlated with the solution parameters as functions of various chemical systems. If A is the absorption tower cross-sectional area, and z the packing height, then Az is the tower packing volume. Defining Ai as the total interfacial area ... [Pg.2007]

The details of the interchain packing determine whether there will be any crystalline phase at all, what the maximum possible crystallinity is, and what the rate of crystallization is under a given set of conditions [30]. It is, for example, entirely possible and very common for a polymer to be anticipated to have a very high Tm but to be completely amorphous because it has irregular chains which do not pack well in a crystalline lattice. For example, (a) the absence of stereoregularity makes crystalline packing impossible in atactic polymers with a vinyl-type... [Pg.271]

As a consequence, SEC has no comprehesive theoiy and there does not exist any direct quantitative correlation between pore size (dispersity) of the column packing determined for example by mercury porometry and size (dispersity) of macromolecules, their radii of gyration determined by light scattering of static systems or by viscometiy. [Pg.289]

Friction theory holds that the formation of the interface between the polymer matrix and the filler is due to friction, and the friction factor between the matrix and the packing determines the strength of the composite material. The treatment agent can increase the friction factor between the substrate and the packing and therefore increase the strength of the composite material. [Pg.75]

It is important to know the total pressure drop Ap of the irrigated packed bed when designing packed columns for gas/liquid systems in counter-current flow of the phases. In absorption as weU as desorption processes, the total pressure drop Ap of the packing determines the blower capacity and thus the major part of the operating costs of the process. In rectihcation, the sum of the top pressure pT and the total pressure drop Ap gives the bottom pressure pw, which determines the bottom temperature tw- The bottom temperature, in turn, determines the effective temperature difference, at a given heating medium temperature, at which the reboiler in the distillation column must be operated. [Pg.175]

Onda et d. [141] calculate the liquid-side mass transfer coefficient fixnn its volumetric value and the wetted surface area of the packing, determined by their own equation (93). [Pg.244]

The effective surface area of the packing determined after the meliiod of Van Krevelen and Hoftuijzen [282] is presented in Fig. 149. The data for other highly efficient packings (Table 49) are also shown in the figure as a comparison. It can be seen that the only packing entirely wetted at extremely... [Pg.378]

This expression directly points to the fact that the more is the size of particles and the more loose is their packing (determining the volume of pores) the more the size of pores is. [Pg.110]


See other pages where Packings determination is mentioned: [Pg.311]    [Pg.190]    [Pg.133]    [Pg.112]    [Pg.97]    [Pg.115]    [Pg.85]    [Pg.114]    [Pg.331]    [Pg.172]    [Pg.81]    [Pg.30]    [Pg.40]    [Pg.311]    [Pg.106]    [Pg.134]    [Pg.135]    [Pg.201]    [Pg.716]    [Pg.842]    [Pg.430]    [Pg.3816]    [Pg.312]    [Pg.332]   
See also in sourсe #XX -- [ Pg.132 ]




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