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Soluble blend system

The soluble blend system is a single phase material in which two components (such as two polymeric species or a polymer and a solvent) are dissolved molecularly as a homogeneous solution in the thermodynamic sense. A miscible polymer blend, a block copolymer in a disordered state, and a polymer solution are examples. Whether a homogeneous solution of this kind is regarded as a soluble blend system or as a dilute particulate system discussed above is often simply a matter of viewpoint. When there is a dilute solution of polymer molecules in a solvent and the focus of interest is the size and shape of the polymer molecules, the theoretical tools developed for the dilute particulate systems are more useful. If, on the other hand, the investigator is interested in the thermodynamic properties of the solution, the equations developed for the blend system are more appropriate. [Pg.157]

In this chapter the dilute particulate system, the nonparticulate two-phase system, and the periodic system are discussed in Sections 5.2, 5.3, and 5.5, respectively. Section 5.4 deals with scattering from a fractal object, which may be regarded as a special kind of nonparticulate two-phase system. The soluble blend system is dealt with in Chapter 6. The method discussed in Section 4.2 for determining, for a single component amorphous polymer, the thermal density fluctuation from the intensity I(q) extrapolated to q -> 0 can also be regarded as a small-angle technique. [Pg.157]

The fact that these kinds of chemical reactions occur during the processing were further demonstrated by the testing of the insoluble material in the blends. The data showed that after dimethylformamide (DMF) treatment and after processing, the solubles significantly increased, It also showed that the insoluble content is also related to the TPU content in the blending system. It peaks at the TPU content of 15%-20%, after which the amount drops dramatically. Accordingly, the mechanical properties of the material also showed the same trend. [Pg.141]

Many factors contribute to the toughness of a polyphase BMI/thermoplastic system, such as solubility parameters, phase adhesion, phase morphology, particle size and particle size distribution. Another important factor is the molecular weight of the thermoplastic modifier. It has been demonstrated for a particular poly(arylene-ether) backbone that high molecular weights increase the toughness of the blend system more than the low molecular weight counterparts (92). [Pg.197]

Table 5 Theoretically calculated solubility of carbon dioxide within the different blend phases of the (PPE/PS)/SAN blend systems compatibilized by SBM... Table 5 Theoretically calculated solubility of carbon dioxide within the different blend phases of the (PPE/PS)/SAN blend systems compatibilized by SBM...
Luminescence properties of and phenomena in polymer systems continues to be widely researched in connection with mechanisms of polymer degradation and stabilization, molecular dynamics, solubility, blend miscibility, and solar energy harnessing. A number of interesting reviews have appeared. Molecular dynamics of polymers in solution and in the solid state have been covered, as has excimer formation,photoresponsive polymers,behaviour of polymer gels, and photochromic phenomena. Photoisomerization of enzymes and model compounds has also been discussed in depth, with particular emphasis on proteins and synthetic polymers containing azo-compounds or spirobenzopyrans. ... [Pg.497]

The polyethylenes with higher functionality were soluble in epoxy resin and required lower temperamre and time for forming homogeneous blend systems. The miscibility of the polymers was dependent on the type of epoxy resin also. Cycloaliphatic epoxy resin showed more miscibility with the polymers compared to DGEBA resin and phase separation occurred in these blend systems as a result of crystallization of PE. Upper critical solution temperature (UCST) behavior was... [Pg.626]

In 2004, our group calculated the solubility parameters for two polymers (PHB and PEO). The solubility parameters of the two polymers are similar and are consistent with the literature values. This means that PHB may be compatible with PEO. Then the volume-temperature curve of PHB/PEO blend system (12 blends in terms of repeated units) is simulated. From the curve, we got only one Tg for the blend system. The calculated Tg is consistent well with the experimental results. Based on the above two points, we concluded that PHB/PEO is a miscible blend. To confirm this conclusion further, the MD simulation was also carried out for an immiscible PHB/PE blend. Two Tg are observed for the immiscible blend. This is qualitatively in agreement with the experiment and supports our conclusion. [Pg.187]

Where such a program is available, in principle the following steps have to be taken. For the design of a completely new solvent system, the solubility sphere within a three-dimensional solubility parameter system should either be known or has to be constructed for the solute in question. As a simplification, a solubility map described in the chapter on solvent power (Figure 2.10) may be used [10]. For many polymeric materials these data already exist for the Nelson, Hemwall and Edwards or the Hansen solubility parameter concepts. Alternatively as described in section 2.2 a sphere or map can be constructed. Once the area of solubility is known, suitable solvent blends can be designed with solubility parameters falling within this area. When one has to choose one of the above concepts it should be noted that the idea of a sphere of... [Pg.65]

Several factors are found responsible for why numerous blend systems are not successful. First, the component polymers are usually not miscible with each other due to thermodynamic constraints, for example, lack of solubility and finite inter-fadal tension. Second, immiscible polymer blend preparation is often affected by kinetic constraints, for example, slower rate of deformation of the dispersed polymer and faster rate of coalescence of the droplets. In turn, these rates are directly influenced by the type of flow field, for example, shear versus extensional, strain history, chemical reactions, for example, grafting reactions at polymer-polymer interfaces or polymerization-induced phase separation, and polymer properties, such as viscosity and interfacial tension. Accordingly, the multidisciplinary efforts to analyze, understand, and design polymer blends with improved properties extend from synthesis and characterization to processing and manufacturing. Such efforts... [Pg.357]

When a homogeneous mixture solution is cooled, phase separation is induced at a certain temperature. This critical phase separation temperature is termed the upper critical solution temperature (UCST). It is a convex upward curve in the plot of composition versus temperature (C-T plot) and its maximum point shifts to a higher temperature with increasing relative molecular mass of the polymer. However, for many polymer-solvent and polymer-polymer blend systems, a decrease in mutual solubility is also observed as the temperature increases. The critical phase separation temperature is called the lower critical solution temperature (LCST). It is a convex downward curve in the C-T plot and the minimum point shifts to a lower temperature with increasing relative molecular mass of the blend components. LCST occurs at a higher temperature than UCST. [Pg.99]

Ionic liquid has been used in polymer light-emitting electrochemical cells and high performance devices have been successfully demonstrated with long lifetime. With the excellent solubility, good thermal stability, and relatively wide chemical window, ionic liquids can be part of the electrochemical devices. It is believed that more and more ionic liquids and blend systems involving ionic liquids will be discovered. [Pg.150]

Tuchman and Rosen report the use of an aqueous slurry process using a water-soluble initiator system to graft styrene to GRT. The styrene grafted GRT particles were found to give composites with properties superior to straight mechanical blends. [Pg.162]

Liquid-liquid dispersion is characterized by two phases, the dispersed and the continuous. The physical parameters of the two phases affecting a liquid-liquid dispersion are viscosity, elasticity, interfacial tension, solubility, and diffusion rate. For solubility, the system is considered as miscible, immiscible, or partially miscible. Interfacial tension is lowest for miscible systems and highest for immiscible systems. As mentioned in Chapter 4, all high molecular substances have a diffusion coefficient, S-, of about 10 to 10 " cm /s. Consequently, the diffusion rates in molten polymer systems are extremely small, and the relative penetration depths in the time scale of the blending process are extremely small. [Pg.182]


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