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Divinyl Monomers of Equal Reactivity

Consider the copolymerization of vinyl monomer A with divinyl monomer BB where all of the vinyl groups (i.e., the A group and both B groups) have [Pg.634]

Let the initial molar concentrations of vinyl monomer and monomeric B groups be [A]o and [B]o, respectively, and that of divinyl BB be [BB]o. Thus, [B]o = 2[BB]o. Since the A and B double bonds are equally reactive, i.e., = 1, one obtains from the copolymer equation [Eq. (7.11)], F — f. Thus the molar ratio of B and A groups in the copolymer is simply equal to [B]/[Aj. [Pg.635]

At the extent of reaction p (defined as the fraction of A and B groups reacted), the relative number of various monomeric species can be listed as follows  [Pg.635]

The number of cross-links is simply the number of BB molecules in which both B groups are reacted and the number of polymer chains is derived in terras of the degree of polymerization DP  [Pg.635]

At the critical extent of reaction pc for the onset of gelation, the number of cross-links per chain is (see Problem 7.19), whence the critical extent of reaction at the gel point pc is obtained as [Pg.636]


There exist several attempts to describe the chain crosslinking (co)polymerization using an analytical mean field theory. Thus, Gordon and Malcolm treated chain crosslinking copolymeri2ation of a monovinyl and a divinyl monomer with equal and independent reactivity of vinyl groups and for the ring-free case only. [Pg.52]

In the FRC of vinyl and multivinyl monomers, a drift in the instantaneous copolymer composition throughout the reaction will be undergone due to the different reactivities of the vinyl groups. This compositional drift is caused by the fact that the more reactive monomer will be consumed faster than the less reactive ones. In the simplest instance, assuming equal reactivity of the vinyl groups in mono-and divinyl monomers present in the reaction system, the reactivity of the crosslinker would be twice that of the monovinyl monomer, and therefore, the polymer chain... [Pg.192]

A number of publications indicate that the reactivity of ra-DVB, rz, is rather close to that of styrene, r, both values being nearly equal to unity (Table 1.1). Therefore, a statistical copolymer would have to be obtained as a result of copolymerization. However, according to some other data, during the first stages of the process, the growing polymeric chains are enriched by the meta-divinyl monomer, which should inevitably result in an inhomogeneous distribution of crosslinks in the final network. [Pg.7]

Disulfide Formation in Polystyrene Networks. Polymer-bound thiols were prepared by copolymerizations of bis -vinylbenzyl)disulfide with other divinyl monomers followed by diborane reduction (Scheme 5) (fiS). The initially formed thiols were juxtaposed for reoxidation to disulfides. Polymer-bound thiols were prepared also by copolymerization of p-vinylbentyl thiolacetate with divinyl monomers followed by hydrolysis (Scheme 6). llie latter thiols were distributed randomly throughout the polymer network. The copolymer reactivity ratios for p-vinylbenzyl thiolacetate and styrene are unknown, but should be similar to those of styrene (Mi) and p-vinyl-bentyl chloride (M2) ri = 0.6, r2 = 1.1 (fifi). Copolymeiizations with equal volumes of monomers and 1/1 acetonitrile/toluene product macroporous 40-48% DVB-cross-linked networks (651. [Pg.257]

Fig. 23. The fraction of fully reacted monomer units in the polymer (C) as a function of monomer conversion P. Experimental points on continuous curve are for HDDA Dashed-dotted line results from mean-field assumption (equal reactivity of pendent and free double bonds, cf Ref. Dotted line results from the percolation model for the polymerization of a pure divinyl compound in three dimensions... Fig. 23. The fraction of fully reacted monomer units in the polymer (C) as a function of monomer conversion P. Experimental points on continuous curve are for HDDA Dashed-dotted line results from mean-field assumption (equal reactivity of pendent and free double bonds, cf Ref. Dotted line results from the percolation model for the polymerization of a pure divinyl compound in three dimensions...
As a natural consequence of the crosslinking reaction process, the density of the primary polymer differs depending on the time of this primary polymer formation. That is, in the case of the copolymerization of vinyl and divinyl monomers, the generally formed inhomogeneous crosslink formation can be regarded as a natural consequence of the mechanism of crosslink formation. This is true except for die special reaction conditions by favorable timing of the incorporation of divinyl monomer in the polymer chain (formation of pendant double bonds) and consumption of pendant double bonds (formation of crosslinks). These special reaction conditions are used by Flory as simplified conditions when the Flory-Stockmayer theory is applied to the copolymerization of vinyl and divinyl monomers. Flory s simplified conditions include die following three assumptions (1) the reactivities of the monomer and die double bonds in the polymer are all equal (2) any double bond reacts independently and (3) there will be no intramolecular reactions (cyclization) within the finite size molecules (sols). [Pg.43]

At this point, the copolymerization reactivity ratio of an ideal monomer pair that fulfills Flory s simplified condition, which states that the reactivity of every double bond is equal, will be briefly mentioned. In many cases, the copolymer reactivity ratio is determined by the composition of the polymer based on the monomer units or the remaining monomers. In this case, the obtained copolymer reactivity ratio is given by the monomer units. The situation is simple for copolymerization between vinyl monomers. However, it requires caution when divinyl monomers are included. Now, we will use subscript 1 for the vinyl monomer and subscript 2 for the divinyl monomer. Divinyl monomers possess two vinyl groups in the molecule... [Pg.44]

The first case is the copolymerization of monomer A with diene BB where all the double bonds (i.e., the A double bond and both B double bonds) have the same reactivity. Methyl methacrylate-ethylene glycol dimethacrylate (EGDM), vinyl acetate-divinyl adipate (DVA), and styrene-p- or m-divinylbenzene (DVB) are examples of this type of copolymerization system [Landin and Macosko, 1988 Li et al., 1989 Storey, 1965 Ulbrich et al., 1977]. Since r = Yi, Fi = f and the extent of reaction p of A double bonds equals that of B double bonds. There are p[A] reacted A double bonds, p[B] reacted B double bonds, and p2[BB] reacted BB monomer units. [A] and [B] are the concentrations of A and B double bonds,... [Pg.521]

An example of this case is a vinyl (A2 ) - divinyl (A4) polymerization. The assumption of an ideal polymerization means that we consider equal initial reactivities, absence of substitution effects, no intramolecular cycles in finite species, and no phase separation in polymer- and monomer-rich phases. These restrictions are so strong that it is almost impossible to give an actual example of a system exhibiting an ideal behavior. An A2 + A4 copolymerization with a very low concentration of A4 may exhibit a behavior that is close to the ideal one. But, in any case, the example developed in this section will show some of the characteristic features of network formation by a chainwise polymerization. [Pg.119]

Assuming that classical chemical kinetics are valid and that the crosslinking reaction rate is proportional to the concentrations of polymer radicals and pendant double bonds, it was shown theoretically that the crosslinked polymer formation in emulsion polymerization differs significantly from that in corresponding bulk systems [270,316]. To simplify the discussion, it is assumed here that the comonomer composition in the polymer particles is the same as the overall composition in the reactor, and that the weight fraction of polymer in the polymer particle is constant as long as the monomer droplets exist. These conditions may be considered a reasonable approximation to many systems, as shown both theoretically [316] and experimentally [271, 317]. First, consider Flory s simplifying assumptions for vinyl/divinyl copolymerization [318] that (1) the reactivities of all types of double bonds are equal, (2) all double bonds... [Pg.103]

More recently, Szymczak (1970) and Szymczak and Manson (1974a,ft) have reported a comparison of reactivities in a series of acrylates and methacrylates selected to have approximately equal concentrations of double bonds per mole. In this study, four monomers were used ethylidene dimethacrylate (EDMA) (divinyl) ethylene glycol dimethacrylate (EGDMA) (divinyl, isomeric with EDMA) trimethylolpropane trimethacrylate (TMPTMA) (trivinyl) and pentaerythritol tetramethacrylate (PTMA) (tetravinyl) see Figure 7.8. Concentrations up to 10% (based on PVC) were examined concentrations of double bonds (based on PVC) were kept equal to within +10% (see Table 7.2). In order to induce flexibility into the PVC resins, approximately 25% of DOP plasticizer was added before irradiation. [Pg.230]


See other pages where Divinyl Monomers of Equal Reactivity is mentioned: [Pg.634]    [Pg.638]    [Pg.459]    [Pg.415]    [Pg.634]    [Pg.638]    [Pg.459]    [Pg.415]    [Pg.652]    [Pg.474]    [Pg.1920]    [Pg.428]    [Pg.635]    [Pg.640]    [Pg.459]    [Pg.464]    [Pg.419]    [Pg.262]    [Pg.5]    [Pg.262]    [Pg.78]   


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Divinyl

Divinyl monomer

Equal

Equal reactivity

Equaling

Equality

Equalization

Monomer reactivity

Reactive monomers

Reactivity of monomers

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