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Chain volume

Many of the properties of a polymer depend upon the presence or absence of crystallites. The factors that determine whether crystallinity occurs are known (see Chapter 2) and depend on the chemical structure of the polymer chain, e.g., chain mobility, tacticity, regularity and side-chain volume. Although polymers may satisfy the above requirements, other factors determine the morphology and size of crystallites. These include the rate of cooling from the melt to solid, stress and orientation applied during processing, impurities (catalyst and solvent residues), latent crystallites which have not melted (this is called self-nucleation). [Pg.115]

The number of chains M that pass through a cross section of the fibre can be expressed in the chain volume Vc of the fibre. Let the cross section of a chain be Ac, then the N starting points of chains per unit length of the fibre yield a volume contribution c0NwaAc. The chain volume in a part of the fibre with length I and cross section D becomes c0NwaAcL, which gives a chain volume fraction... [Pg.56]

Notably, natural variation in the type III PKS active site cavity, like that observed in Ipomoea and Petunia, does not result in functionally impaired enzymes, but in fact, generates catalytically active enzymes that display both altered substrate and product specificities. Sequential increases in the side chain volume of position 256 in alfalfa CHS2 result in decreases in polyketide chain length and predictable shifts in the ratio of tetraketide to triketide reaction products.32 These results functionally link the volume of the elongation/cyclization lobe in type III PKS to chain length determination. [Pg.211]

The planning objective is to plan global value chain volumes and values. Initially, the value planning model with the objective function to maximize global profit is presented. The objective function also includes a relaxation concept for hard constraints leading to potential plan infeasibility. The future-oriented inventory value planning concept based on volatile raw material prices is presented at the end of the subchapter. [Pg.144]

A three dimensional integration of this density over values of r ranging from 0 to the mean branch extension, Rg (which is also proportional to the global star size Rg), i.e., over the overall chain volume, give the total number of units in the star, N. In this manner the chain mean size is estimated as... [Pg.47]

The osmotic second virial coefficient A2 is another interesting solution property, whose value should be zero at the theta point. It can be directly related with the molecular second virial coefficient, expressed as B2=A2M /N2 (in volume units). For an EV chain in a good solvent, the second virial coefficient should be proportional to the chain volume and therefore scales proportionally to the cube of the mean size [ 16]. It can, therefore, be expressed in terms of a dimensionless interpenetration factor that is defined as... [Pg.55]

Depending on the molecular weight of the macromolecules and the quality of the solvent, the coil volume of macromolecules in solution may be 20 to 1000 times larger than the chain volume itself. Thus, such a swollen gel particle may consist of more than 99% solvent. Since the diameter of such gel coils may be between ten and several hundred nanometers - again depending on the molecular... [Pg.15]

Animal that eats, for example, green plants or algae in a food chain. Volume 1 (8). [Pg.400]

Figure 15.13 Slopes P=A/( k2- k i) versus the elastic modulus 2(Cj+C2) (Cj and C2 are the Mooney-Rivlin coefficients), in bimodal PDMS networks composed of a mixture of long (Mn = 25000 g.mol"1) and short chains (Mn = 3000 g.mol"1). Either long (capital letters) or short (small letters) chains are deuterated. The long chain volume fractions are 15% (d, D), 50% (m, M) and 75% (s, S)... Figure 15.13 Slopes P=A/( k2- k i) versus the elastic modulus 2(Cj+C2) (Cj and C2 are the Mooney-Rivlin coefficients), in bimodal PDMS networks composed of a mixture of long (Mn = 25000 g.mol"1) and short chains (Mn = 3000 g.mol"1). Either long (capital letters) or short (small letters) chains are deuterated. The long chain volume fractions are 15% (d, D), 50% (m, M) and 75% (s, S)...
Selection ofResidues for Mutation. The rationale for designing mutants to date has been (1) to concentrate on positions where naturally occurring (evolutionary) replacements have been shown to affect binding or (2) to examine residues that are predicted to be important for binding based on their charge, side chain volume, and polarity effects at a given position. [Pg.504]

In the WT structure, there is a cavity of volume of 34A adjacent to Leu 99 (Eriksson et al., 1992). In the mutant structure, the volume of this cavity is 50A. The increase of 16A corresponds quite well to the expected overall decrease in van der Waals side-chain volume of 11 A (Table I). In other words, the introduction of up to seven methionines does not cause the small cavity that is present in wild-type to collapse in the mutant. [Pg.859]

These ideas can be formalised in terms of statistical mechanics to some extent, and an outline of the main ideas is given in the following section. We remark parenthetically that there are profound difficulties confronting the definition of an aggregate. The nature of the hydrophobic free energy of transfer of a hydrocarbon from water to the hydrophobic core of a micelle can be measured, but its temperature dependence is not understood because it depends on water, an unknown quantity. For the same reasons, solution theory, does not even tell us whether mole fractions or mole volumes are the correct ratios to use to determine entropy. However, provided certain assumptions are allowed [62-65], then simple rules emerge. The rules are if v is the hydrocarbon chain volume, a the head-group area, and 1 of an optimal... [Pg.117]

Setting v(l) equal to the chain volume, v, I to the chain length and (0) to the head-group area, a, leads to a simple general expression for the surfactant parameter in terms of the curvatures of the interface between hydrophilic and hydrophobic regions, scaled by the characteristic distance, 1 ... [Pg.145]

As X is lowered, the polymer likes the solvent more, increasing the osmotic pressure. However, the mean-field theory that is the basis of Eq. (4.71) is only valid close to the 0-temperature, where chains interpenetrate each other freely [Eq. (3.102)]. Far above the 0-temperature (in good solvent), the second virial coefficient A2 is related to chain volume [Eq. (3.104)] rather than monomer excluded volume v. Recall that the second virial coefficient can also be determined from the concentration dependence of scattering intensity [Eq. (1.91)]. [Pg.157]

Cross-linking density (mol network chains / volume)... [Pg.73]


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See also in sourсe #XX -- [ Pg.28 ]

See also in sourсe #XX -- [ Pg.182 , Pg.330 ]




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