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Polymer blends material constants

The importance of the concentration of polymer having a broad secondary loss maximum upon the loss modulus bandwidth of polymer blend materials is shown in Fig. 11 for the bulk polymerized IPN s of Huelck. (i ) The loss modulus temperature bandwidth constant is strongly dependent upon the concentration of methyl methacrylate, irrespective of whether methyl methacrylate is present in the matrix or the inclusions. Overall the Oberst type of analysis indicates that for a given type of polymer blend the area under the E" curve tends to be constant. In other words, one may have height or width but not both. [Pg.322]

Glass transition temperature is one of the most important parameters used to determine the application scope of a polymeric material. Properties of PVDF such as modulus, thermal expansion coefficient, dielectric constant and loss, heat capacity, refractive index, and hardness change drastically helow and above the glass transition temperature. A compatible polymer blend has properties intermediate between those of its constituents. The change of glass transition temperature has been a widely used method to study the compatibility of polymer blends. Normally, the glass transition temperatme of a compatible polymer blend can be predicted by the Gordon-Taylor relation ... [Pg.122]

To overcome the above drawbacks, a new method based on essential work of fracture concept was introduced [Broberg, 1971, 1975]. In this method, it is proposed that when a cracked ductile solid, such as a toughened polymer blend is loaded, the fracture process and the plastic deformation take place in two different regions, viz. the inner process zone and the outer plastic zone. Much of the fracture work during crack propagation, dissipated in the plastic zone, is not directly associated with the fracture process. Only that work that goes into the fracture process zone is a material constant. Hence, the total fracture work, Wp should be separated into two parts, i.e., the essential work of fracture (i.e., the work required to create two new fracture surfaces, W),... [Pg.884]

There are many alloys, blends and modifications of the basic materials, as well as new polymers that are constantly being Introduced. Time and testing of the various candidates will Identify those materials that will perform best. [Pg.199]

In the constant search for new materials with improved performance, the idea of mixing two or more different polymers to form new substances having a combination of all the attributes of the components is deceptively attractive deceptively, because in practice it is rarely accomplished and only in a few cases have polymer blends or mixtures achieved industrial importance. The main reason is that most common polymers do not mix with one another to form homogeneous, one-phase solutions or blends, and an explanation for this is to be found in the thermodynamics of solutions, which have been outlined in the previous sections. [Pg.219]

The data shown in Figure 3 also illustrates the tunable nature of a material property in PVC/PS composite particles - namely the dielectric constant manifested in the refractive index. Both Re(n) and Im(n) for the polymer-blend microparticles are intermediate between the values determined for pure single-component particles (PVC Re(n) = 1.4780, lm(n) = 10- PS Re(n) = 1.5908, Im(n) = 2 x lO- ) and can be controlled by adjusting the weight fractions of polymers. Interestingly, the measured refractive index for composite particles are very close to estimates obtained from a simple mass-weighted average of the two species. [Pg.85]

Nanoporous, Low-Dielectric Constant Organosilicate Materials Derived from Inorganic Polymer Blends... [Pg.144]

The mechanical and viscoelastic behaviours of natural rubber based blends and interpenetrating polymer networks (IPNs) are fimctions of their structures or morphologies. These properties of blended materials are generally not constant and depend on the chemical nature and type of the polymer blends, and also enviromnental faetors involved with any measurements. Preparations of natural rubber blends and IPNs are well known as effeetive modifieation methods used to improve the original meehanieal and viscoelastie properties of one or both of the eomponents, or to obtain new natural rubber blended materials that exhibit widely variable properties. The most common consideration for their mechanical properties include strength, duetility, hardness, impact resistance and fracture toughness, each of which can be deformed by tension, compression, shear, flexure, torsion and impaet methods, or a eombination of two or more methods. Moreover, the viseoelastieity theory is a way to predict the behaviours of deformation of natural rubber blends and IPNs. The time and... [Pg.501]

Polymer blends and compatibilizing agents historically have been the subject of a wide variety of studies and an extensive body of literature on these materials exists. Without specific chenucal interactions between dissimilar polymers, most polymer mixtures tend to phase separate due to the unfavorable entropy of mixing between the polymer chains. Efforts to control or retard the phase separation process have led to the research and development of compatibilizing agents for polymer blends. For a variety of systems the dispersed phase particle size has been found to decrease with increasing copolymer concentration. Above a critical concentration of copolymer, the size of the dispersed phase remains constant. [Pg.406]

While / and N ai-e fixed for a certain material, the interaction parameter can be varied due to its dependency on temperature, which may be assumed as x = aT +p, with a and p as constants. Systems like ours with a positive a exhibit a transition from order to disorder during the raise of temperature. Experiments on polymer blends exhibit a dependence of % also on pressure [10]. Kasten and Stilhn [11] found a small density discontinuity at Tmst for a comparable material and presumed a linear shift of Tmst with applied pressure derived from the latent heat of the transition (see also [12]) and the Clausius-Clapeyron equation. [Pg.457]

One of the spedfic objectives of studying UV/VIS optical absorption spectra is to obtain data regarding the physical properties of materials. The spectra obtained include the relationship between the light (transmitted, reflected, or refracted) intensity as a function of photon energy E or wavelength 1. The information obtained is important for basic science and its applications, and indudes many valuable constants that can be calculated to present the optical properties of the medium under investigation. This spedrum can also be evaluated to charaderize the polymer blends. [Pg.801]


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