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Binary mixture decomposition

Binary mixtures that melt close to room temperature, namely AlCl3/N-butylpyri-dinium chloride mixtures, have also been investigated. Takahashi et al. [17] have also shown that for the 1 1 composition, [AlClJ predominates with a tetrahedral environment. At a ratio of 2 1, [Al2Cl7] becomes the main species. At high temperature (above 150 °C), some decomposition to [AlClJ and Al2Cl(3 was observed. [Pg.135]

Gaylord et al. [49] reported the dilution and matrix effects in grafting of the styrene/AN binary mixture onto cellulose with K2S2O8 as the initiator. Titledman and coworkers [50] reported the effect of hydroxypro-pylmethyl cellulose on the course of (NH4)2S20 decomposition and claimed a route for grafting of vinyl monomers onto the polymer backbone. The decomposition of the peroxo salt, under the catalytic influence of the... [Pg.505]

For analytical comprehension of the kinetics of spinodal decomposition processes, we must be able to evaluate the Gibbs free energy of a binary mixture of nonuniform composition. According to Cahn and Hilliard (1958), this energy can be expressed by the linear approximation... [Pg.179]

Figure 3.14 Stability relations in a binary mixture (A,B)N as a function of temperature. Heavy, solid line activity trend for component (B)N in the case of binodal decomposition. Dashed line activity trend in the case of spinodal decomposition. Figure 3.14 Stability relations in a binary mixture (A,B)N as a function of temperature. Heavy, solid line activity trend for component (B)N in the case of binodal decomposition. Dashed line activity trend in the case of spinodal decomposition.
In pyroxenes, exsolutive processes proceed either by nucleation and growth or by spinodal decomposition (see sections 3.11, 3.12, and 3.13). Figure 5.30B shows the spinodal field calculated by Saxena (1983) for Cag sMgo sSiOj (diop-side) and MgSi03 (chnoenstatite) in a binary mixture, by application of the subregular Margules model of Lindsley et al. (1981) ... [Pg.294]

Non-Random Systems. As pointed out by Cahn and Hilliard(10,11), phase separation in the thermodynamically unstable region may lead to a non-random morphology via spinodal decomposition. This model is especially convenient for discussing the development of phase separating systems. In the linearized Cahn-Hilliard approach, the free energy of an inhomogeneous binary mixture is taken as ... [Pg.154]

Curve defining the region of composition and temperature for a binary mixture across which a transition occurs from conditions where single-phase mixtures are metastable to conditions where single-phase mixtures are unstable and undergo phase separation by spinodal decomposition. [Pg.195]

Binary mixtures of oxidizer with metallic fuel yield the highest flame temperatures, and the choice of oxidizer does not appear to make a substantial difference in the temperature attained. For compositions without metal fuels, this does not seem to be the case. Shimizu has collected data for a variety of compositions and has observed that potassium nitrate mixtures attain substantially lower flame temperatures than similar mixtures made with chlorate or perchlorate oxidizers. This result can be attributed to the substantially -endothermic decomposition of KNO 3 relative to the other oxidizers. Table 5.11 presents some of the Shimizu data [ 8]. [Pg.175]

Now, we turn our attention to late stages of spinodal decomposition. Since the phase separation in binary mixture is intrinsically a nonlinear phenomenon, a number of nonlinear theories have been put forward on the basis of statistical consideration, notably the LBM (Danger, Baron k Miller) (H) and BS (Binder k Stauffer) (12) theories. Both theories predicted the power law scheme rather than the exponential growth of the structure... [Pg.278]

P. Ossadnik, M. F. Gyure, H. E. Stanley and S. C. Glotzer, Molecular Dynamics Simulation of Spinodal Decomposition in a Two-Dimensional Binary Mixture, Phys. Rev. Lett. 72 (1994) 2498. [Pg.627]

If we now confine the binary mixture to a slit-pore of nanoscopic dimension, we may, in fact, change the topolgy of the phase diagram. For example, by varying the degree of confinement (i.e., z in our current notation), it turns out to be possible to switch between various types of phase diagrams with profound consequences for liquid liquid and gas liquid phase equilibria. This phenomenon may have practical implications for the decomposition of mixtures of immiscible liquids in nanoporous matrices. [Pg.157]

Spinodal Decomposition. Liquid-liquid phase separation has been briefly discussed for polymer solutions in Section 6.5 see especially Figure 6.17. The theory applied also yields an alternative treatment for nucleation of the new phase. This will be briefly discussed for the simplest case, i.e., a binary mixture (solution). [Pg.587]

The oxidative decomposition of binary mixtures of chlorinated VOCs (1,2-dichloroethane, dichloromethane and trichloroethylene) over H-ZSM-5 zeolite has been evaluated. The ease of destruction decreased in the order DCE>DCM>TCE. The main oxidation products were CO, CO2, HCl and CI2. Some other chlorinated by-products were detected as well (vinyl chloride, methyl chloride and tetrachloroethylene). The destruction of chlorinated mixtures induced an inhibition of the oxidation of each CVOC. An important decrease in the formation of intermediates was noticed and HCl selectivity was largely improved. [Pg.324]


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See also in sourсe #XX -- [ Pg.157 ]

See also in sourсe #XX -- [ Pg.157 ]




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Binary mixture

Decomposition of symmetric binary mixtures

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