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Units sequence distribution of repeat

Most elastomers are comprised of many additives (a typical formulation includes more than a dozen ingredients), as well as possible impurities. Additionally, the polymer itself may be a copolymer of different monomer units, or the rubber may be a blend of two or more polymers. In order to determine whether the elastomer contains additives or impurities, or is itself heterogeneous, the components of the mixture must be separated, i.e., fractionated. Many methods are available to separate components, with the latter then identified by techniques such as in Table I. Precipitation and/or dissolution methods simply rely on differences in solubility of the components [75]. If the molecular weight distribution is broad, a fractionation scheme is combined with one of the more sophisticated analyses described in the following text. If there is intramolecular heterogeneity, cross or orthogonal fractionation, which require at least two fractionation mechanisms, may be needed. [Pg.109]

The technique of temperature rising elution fractionation (TREF) [76,77] has been developed to measure the compositional distribution of semicrystalline polymers. Polymer is dissolved off a substrate as temperature is raised through the melting region, so that discrimination is based on differences in crystallizability of the fractions. A similar method uses supercritical fluids [78]. TREF can also provide information about the sequence distribution, since longer sequences of a monomer unit are more crystaUizable. [Pg.109]

Size exclusion chromatography (SEC) [9, 79-81], also referred to as gel permeation chromatography, utilizes differences in hydrodynamic volume. [Pg.109]

Ultraviolet (UV) and visible light absorption 0.2 X (pm) 0.8 Functional group analysis Pyrolysis/ozonolysis [Pg.109]

Analysis of products of decomposition Characteristic vibrational frequencies Characteristic vibrational frequencies Characteristic transition energies of any nucleus with a magnetic moment ( H, H, C, e, etc.) Characteristic energies of electronic transitions [Pg.109]


The polymerization of D3 was followed by GC/MS. After 36 h, the reaction was quenched by the introduction of trimethylchlorosilane. About 92% of the D3 had been converted, while the amount of unconverted D/ had not changed significantly. Si NMR analyses allowed the determination of the sequence distribution of repeat units, which showed no random copolymerization of D/ and D3 as in the case of diblock copolymers prepared by sequential anionic copolymerization of D3 extended with D/. Because the polymerization of the first monomer could not be carried out to completion (<100% conversion) without increasing the molecular weight distribution, the second monomer (with faster propagation rates) had to be introduced before the equilibration reaction became established. Therefore, unreacted monomer from the first step was still in solution when the second monomer was added. The risk of random copolymerization can be suppressed if the second monomer has far higher reactivity towards polymerization than the first monomer. The block formed in the second step contained only a few methylvinylsiloxane units, i.e. the block purity was very high. [Pg.446]

I. Introduction n. Chemical Composition in. Sequence Distribution of Repeat Units... [Pg.105]

Effects of Repeat Unit Sequence Distribution and Specific Interactions. Most theories and quantitative structure-property relationships for Tg only consider the case of a random distribution of repeat units along the polymer chains in treating copolymers. They give equations which predict a monotonic change of Tg between the Tg values of the homopolymers of the constituent repeat... [Pg.550]

Consider the description of the sequence distribution of isotactic and syndiotactic placements in the polymerization of a monosubstituted ethylene. The approach is general and can be applied with appropriate modification to the 1,4-polymerization of a 1,3-diene. Dyad tac-ticity is defined as the fractions of pairs of adjacent repeating units that are isotactic or syndiotactic to one another. The isotactic and syndiotactic dyads (XV) are usually referred to as meso and racemic dyads. The horizontal line in XV represents a segment of the polymer... [Pg.635]

The presence of a second type of repeat unit causes the dilute solution behavior to be more complex than that of homopolymers [1], Copyolymer composition and sequence distribution directly effect the intrinsic viscosity. Interactions between unlike chain segments and preferential interaction of solvent molecules with one of the comonomers are also of considerable importance. [Pg.134]

Macromolecules are very much like the crystalline powder just described. A few polymers, usually biologically-active natural products like enzymes or proteins, have very specific structure, mass, repeat-unit sequence, and conformational architecture. These biopolymers are the exceptions in polymer chemistry, however. Most synthetic polymers or storage biopolymers are collections of molecules with different numbers of repeat units in the molecule. The individual molecules of a polymer sample thus differ in chain length, mass, and size. The molecular weight of a polymer sample is thus a distributed quantity. This variation in molecular weight amongst molecules in a sample has important implications, since, just as in the crystal dimension example, physical and chemical properties of the polymer sample depend on different measures of the molecular weight distribution. [Pg.66]

Moreover, different molecules of the same biopolymer may vary in the proportion and distribution of these units, and the whole substance should be considered as a continuum of molecules transitional between two or more extreme structures.95 Hence, for complete elucidation of the primary structure, it is necessary to identify the repeating units present in a galactan molecule and to determine their distribution or sequence. It is clear that the procedure of structural analysis becomes much more difficult for less regular polysaccharides.16... [Pg.123]

Yet another type of classification of polymers is based on the type of repeating unit. A homopolymer has one type of repeat unit. Copolymers are polymers that have more than one type of monomers or repeat units. If the monomers in a copolymer are distributed randomly along the chain, it is called a regular or random copolymer. If, on the other hand, a sequence of one type of monomer is followed by a sequence of another type of monomer, it is called a block copolymer. If the main chain is one type of monomer and the branch chains are of another monomer, it is called a graft copolymer. [Pg.39]

The molecular structure of these copolyesters is complex and is affected significantly by the synthesis conditions, thermal history, and processing conditions. The sequence distribution of the different repeating units is often found to be more or less in blocks, as indicated by cross polarization solid state C-NMR and X-ray diffraction [9]. The as-polymerized polyester is highly crystalline, indicating block-like ordered sequences, but becomes less crystalline after processing from the molten state, which is due to further transesterification reactions and the formation of a more random sequence distribution. [Pg.10]

These equations show that the composition of the copolymer formed from a specific comonomer mixture is controlled by the monomer reactivity ratios for the copolymerization. Additionally, they control the sequence distribution of the different repeat units in the copolymer. If ta > 1 then "> A prefers to add monomer A (i.e., it prefers to homopropagate) and extended sequences of A-type repeat units are introduced, whereas if ta < 1 A prefers to add monomer B, i.e., to cross-propagate. In a similar way, ra describes the behaviour of monomer B. The effects of some specific combinations of ta and re values upon copolymer composition and repeat unit sequence distribution are considered in the next section. [Pg.26]

The entropy of copolymer 1 can be written in terms of the random sequence distribution of the copolymer. Although this is discussed in greater detail in later sections of the textbook, here the entropy of copolymerization is written in terms of the probabilities of sequences of a repeat unit, A, in the copolymer. Thus ... [Pg.132]

The 9 parameter denotes the binary sequence distribution of the monomer repeat units in a copolymer chain. The dyad probabilities can be calculated from the geometric distribution for random copolymers synthesized by the free radical method of polymerization as explained in Chapter 8. The interaction parameter is a linear function of 9. Further, it can be seen that... [Pg.136]

It is possible for stereoisomerism to exist among certain polymers that have chemically identical chain repeating units. The concentration and sequence distribution of the stereoisomers along the chain have an important bearing on the crystallization and melting of such polymers. An important class of polymers possessing asymmetric or pseudo-asymmetric carbon atoms are those that adhere to the general formula... [Pg.164]

Most step copolymerizations are taken to high extents of reaction in order to produce copolymers with suitably high molar masses (Sections 2.2.4 and 2.2.5). A consequence of this is that the overall compositions of the copolymers obtained correspond to those of the comonomer mixtures used to prepare them. However, it must be borne in mind that the sequence distribution of the different repeat units along the copolymer chains is an important factor controlling the properties of a copolymer and that the distribution is affected by differences in monomer reactivity. [Pg.116]


See other pages where Units sequence distribution of repeat is mentioned: [Pg.119]    [Pg.109]    [Pg.221]    [Pg.119]    [Pg.109]    [Pg.221]    [Pg.213]    [Pg.3584]    [Pg.166]    [Pg.551]    [Pg.7]    [Pg.3]    [Pg.476]    [Pg.214]    [Pg.97]    [Pg.7]    [Pg.25]    [Pg.437]    [Pg.553]    [Pg.490]    [Pg.2]    [Pg.9]    [Pg.444]    [Pg.746]    [Pg.165]    [Pg.1052]    [Pg.72]    [Pg.386]    [Pg.759]    [Pg.492]   
See also in sourсe #XX -- [ Pg.119 ]

See also in sourсe #XX -- [ Pg.109 , Pg.110 ]




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Repeat sequences

Repeated sequences

Repeating unit

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