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Multicomponent polymerization

Copolymer composition can be predicted for copolymerizations with two or more components, such as those employing acrylonitrile plus a neutral monomer and an ionic dye receptor. These equations are derived by assuming that the component reactions involve only the terminal monomer unit of the chain radical. The theory of multicomponent polymerization kinetics has been treated (35,36). [Pg.279]

In this paper, the pseudo-kinetic rate constant method in which the kinetic treatment of a multicomponent polymerization reduces to that of a hcmopolymerization is extensively applied for the statistical copolymerization of vinyl/divinyl monomers and applications to the pre- and post-gelation periods are illustrated. [Pg.242]

The pseudo-kinetic rate constant method for multicomponent polymerization has been applied in some copolymerization studies (3-5), and its derivation and specific approximations have been made clear (6,7). The pseudo-kinetic rate constants basically... [Pg.242]

Applying the pseudo-kinetic rate constants, the explicit formulation of the kinetics of a multicomponent polymerization reduces to that of a homopolymerization. [Pg.243]

The second section of the book details application of instrumentation and numerical analysis to spectroscopic analyses in a number of fields. The applications cover fields such as materials science (Chapters 5-8), biomedical science (Chapters 9-11) and agricultural and food sciences (Chapters 12 and 13). Chapter 5 details the application of mid-IR FUR spectroscopic imaging to multicomponent polymeric systems, salient features of data analysis for these systems, and a number of examples. Chapter 6 describes the utility of multichannel detectors to catalyst development and provides examples to demonstrate the translation of laboratory concepts to viable industrial catalysis. Chapter 7 provides an overview, and examples, of the application of near-IR imaging systems to the real world in real time . Issues in the industrial design and analysis of several commercial products are detailed in Chapter 8. [Pg.326]

For convenience, multicomponent polymeric materials based on cellu-losics may be grouped into three classes, namely (a) combinations of wood with plastics (WPC), (b) mechanical mixtures in the form of fibers, such as cotton/polyester staple-mixed fibers and cellulosic fiber-filled polymer sheets, and (c) incorporations of cellulosics at a hyperfine structural level. The latter can be further ramified, for instance as follows ... [Pg.100]

Multicomponent polymeric materials with microheterogeneous mophologies include a number of polymer blends and block copolymers, however, an especially easy way to bring about the desired morphology is through interpenetrating polymer networks. Several papers in the symposium are concerned with IPN s and related materials. [Pg.20]

The foregoing equations are derived on the assumption that the binary reactivity ratios in Eqs. (7-13) and (7-14) also apply to multicomponent polymerizations. Experimental tests of this point are rather scanty, but the weight of such evidence seems to support this assumption. [Pg.257]

FT-IR imaging was rapidly adopted in polymer research. For example, in 1998 Bhargava et al. reported their FT-IR imaging results of the interface of a phase-separated multicomponent polymeric system [5]. A subsequent report by Snively and Koenig in 1999 dealt with the examination of the homogeneity and the degree of orientation in semi-crystalline polymer systems, notably different poly(ethylene glycol) (PEG) systems [6]. [Pg.298]

It is often necessary to convert between the mole fractions (m), weight fractions (w) and volume fractions () of the components in dealing with multicomponent polymeric materials such as copolymers, blends and composites. The equations needed to make these conversions are listed below, for the i th component of an n-componcnt system. In these equations, p is the density, M is the molecular weight per mole, and V is the molar volume. [Pg.53]

Radiation processing may help to overcome theoretical and technological difficulties, in the way of creating new multicomponent polymeric systems. In the present work, we focused on solving the major obstacle, the inherent thermodynamical incompatibility of partners in polymer blends, alloys, composites and recycled products. [Pg.61]

Aspects of Liquid-Liquid Phase Transition Phenomena in Multicomponent Polymeric Systems... [Pg.58]

Another method of morphology control in multicomponent polymeric systems is by the use of mixed solvents having different affinity to the polymeric components. When the non-solvent is less volatile than the good solvent, evaporation results in a two-phase stracture. [Pg.628]

Smith AP, Urquhart SG, Winesett DA, Mitchell G, Ade H (2001) Use of near edge X-ray absorption fine structure spectromicroscopy to characterize multicomponent polymeric systems. Appl Spectrosc 55 1676-1681... [Pg.101]

Copolymerization. Monomer reactivity ratio parameters (rj and ra) have been defined as the ratio of the rate constant for a reactive species adding to its own type of monomer to the rate constant for its addition to the other monomer. The parameters have been very useful in predicting sequence distributions among different monomers in multicomponent polymerizations and in delineating compositional variations with conversion. [Pg.157]

Ttp 6 (related to Ttp 5) Impurities, transfer to monomer, and terminal double bonds. The role of impurities should not be neglected, especially in emulsion/dispersion systems. See the case smdies described in Penlidis et al. [31], Chien and Penlidis [32], and Dub6 and Penlidis [33], for both homopolymerization and multicomponent polymerization systems, in both bulk/solution and emulsion. Transfer to... [Pg.258]

Tobita, H. Bivariate distribution of chain length and composition in multicomponent polymerization. Polymer 39(11), 2367-2372 (1998)... [Pg.484]

Joint Italian-Polish Seminar on Multicomponent Polymeric Systems (1st 1979 Capri, Italy)... [Pg.293]

Vol. 2 Proceedings of the Second Polish-Italian Joint Seminar on Multicomponent Polymeric Systems, held September 7-12, 1982 in Lodz, Poland, edited by Marian Kryszewski, Andrzej Galeski, and Ezio Martuscelli. [Pg.293]

Polymers and polymerization —Congresses. I. Martuscelli, Ezio. II. Palumbo, Rosario. III. Kryszewski, Marian. IV. Galeski, Andrzej. V. Joint Italian-Polish Seminar on Multicomponent Polymeric Systems (2nd 1982 Lodz, Poland. VI. Title. QD380.J64 1979 547.8 4 80-22862... [Pg.293]

The study of multicomponent polymeric systems is now one of advanced domains in modem polymer science. Recent years have revealed their growing importance from both scientific and practical points of view. [Pg.294]

The significance of polymer blends has been an incentive for us to take also into consideration the advances in polymer blend preparation. The general characteristics of multicomponent polymeric systems included the formation and transitions of the complex structure in blends crystalline and amorphous components. Since the interactions between the blend components are of great importance the coupling agent activity and the modification of contacts between the components as well as general aspects of adhesion between polymers have been examined. [Pg.294]

The preparation and properties of interpenetrating polymer networks, one of the newest class of materials, have been analysed and compared with other multicomponent polymeric systems. [Pg.294]

Copolymer composition can be predicted for copolymerizations with two or more components, such as those employing acrylonitrile plus a neutral monomer and an ionic dye receptor. These equations are derived by assuming that the component reactions involve only the terminal monomer unit of the chain radical. This leads to a collection of N x N component reactions and x 1) binary reactivity ratios, where N is the number of components used. The equation for copolymer composition for a specific monomer composition was derived by Mayo and Lewis [74], using the set of binary reactions, rate constants, and reactivity ratios described in Equation 12.13 through Equation 12.18. The drift in monomer composition, for bicomponent systems was described by Skeist [75] and Meyer and coworkers [76,77]. The theory of multicomponent polymerization kinetics has been treated by Ham [78] and Valvassori and Sartori [79]. Comprehensive reviews of copolymerization kinetics have been published by Alfrey et al. [80] and Ham [81,82], while the more specific subject of acrylonitrile copolymerization has been reviewed by Peebles [83]. The general subject of the reactivity of polymer radicals has been treated in depth by Jenkins and Ledwith [84]. [Pg.833]

In the last 10 years a new very interesting and actual subject was approached, namely—multicomponent polymeric materials. The development of modem... [Pg.296]

R. Veselovsky, in Physicochemistry of Multicomponent Polymeric Systems, Naukova Dumka, Kiev, vol. 1, p. 250 (1986). [Pg.382]

One may expect that, especially if the scale of phase separation could be extended at will, such preparative techniques may be useful in obtaining types of multicomponent polymeric systems which have unusual dielectric, optical, and mechanical properties. [Pg.174]

Paul, D.R. (1985) Polymer blends. Phase behavior property relationship in Multicomponent Polymeric Materials (Eds D.R. Paul, LH. Sperling), AtAmices in Chemistry Series, 211, American Chemical Society, Washington D.C.,... [Pg.160]


See other pages where Multicomponent polymerization is mentioned: [Pg.88]    [Pg.64]    [Pg.119]    [Pg.363]    [Pg.440]    [Pg.1117]    [Pg.118]    [Pg.416]    [Pg.19]    [Pg.111]    [Pg.280]    [Pg.228]    [Pg.270]    [Pg.792]    [Pg.150]    [Pg.110]    [Pg.310]   
See also in sourсe #XX -- [ Pg.17 ]




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