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Thermodynamic behavior of the

We display in Fig. 2 some 2-d order-parameter and spin maps at different temperatures. These pictures already gives us a qualitative informations on the thermodynamical behavior of the APB. The APB appears to be fiat for T=1000 K and 1400 K, while it seems to be rough at T=1550 K. It becomes even more rough at higher temperature T=1675 K, as shown in Fig. 3. This visual analysis shows us, without any ambiguity, that the APB does indeed undergo a roughening transition as the temperature increases. [Pg.124]

The thermodynamic behavior of the dilute polymer solution depends on three factors (1) the molecular weight, (2) the thermodynamic interaction parameters and ki, or ipi and 0, which characterize the segment-solvent interaction, and (3) the configuration, or size, of the... [Pg.535]

Analyzing theoretically the thermodynamic behavior of the melt of a proteinlike copolymer, authors of work [39] did not confine themselves to the construction of its phase diagram. They also calculated the temperature dependencies of amplitudes and periods of mesophases, as well as their volume fractions in two-phase regions on these diagrams. This permitted them to reveal some important distinctions in the thermodynamic behavior of melts of Markovian and proteinlike heteropolymers. [Pg.169]

Quantum-chemical calculations (AMI, PM3) have been carried out in order to investigate the thermodynamic behavior of the possible equilibrium between variously substituted 6-azidotetrazolo[l,5-A pyridazine 11 and the bis-tetrazole 12 <2005JST65> (Scheme 2). From the calculated heat of formation, the authors concluded that this value is consistently lower for the azide tautomers 11 than for the corresponding tetrazoles 12 on average by 20kcalmol 1 and, thus, the azide isomers- in full accordance with the experimental observations - are more stable than the ring-closed fused tetrazoles. [Pg.820]

Innate Thermodynamic Quantities. Certain components of the total change in AG° are innate, because such parameters have nonzero values, even when extrapolated to 0 K. Other components change with temperature e.g., at r = 0 K, TA = 0). Because A = U - TS and G = H - TS - then = Go°) = (Ao° = Uo°) at absolute zero. Except for entropy, the residual values of these quantities are the same at absolute zero, and they describe the innate thermodynamic behavior of the system. [Pg.365]

As alluded to before, the adsorption of atoms and molecules may also induce segregation in alloys. Upon revisiting the thermodynamic behavior of the improved Cu-Ag alloy catalysts for ethylene epoxidation synthesized by Linic et al, (section 2.1) Piccinin et al. calculated that, while in the absence of oxygen Cu prefers to stay in the subsurface layers, oxygen adsorption causes it to segregate to the surface which then phase-separates into clean Ag(lll) and various Cu surface oxides under typical industrial conditions (Fig. 7). This casts doubt on the active state of the previous Cu-Ag catalysts being a well-mixed surface Ag-Cu alloy. [Pg.142]

In Section 2.1.3 we discussed extractions from the viewpoint of one substance being transferred from one phase to another or the separation of two solutes by selective extraction. When we have a system in which the distribution constants (K) or distribution coefficients (ftc) differ by 103, we can only recover the extracted solute in about 97% purity. Continued extractions will increase yield but not purity. Good separations, with high purity, of two or more solutes can be achieved when there is a difference in the thermodynamic behavior of the various solutes, that is, a difference in the distribution constants (K) or coefficients (Kc). A measure of this degree of separation is the separation factor, a, for pairs of solutes which is defined as... [Pg.59]

Experimental studies were carried out to derive correlations for mass transfer coefficients, reaction kinetics, liquid holdup, and pressure drop for the packing MULTIPAK (35). Suitable correlations for ROMBOPAK 6M are taken from Refs. 90 and 196. The nonideal thermodynamic behavior of the investigated multicomponent system was described by the NRTL model for activity coefficients concerning nonidealities caused by the dimerisation (see Ref. 72). [Pg.384]

The polymer or the polymer solution cools down because the vaporization energy required for the vaporization process is taken from the in-fed polymer solution. The required ZSK size depends on the gas quantity to be removed, the gas velocity, the rheological behavior of the polymer melt, and the thermodynamic behavior of the degassed components, the screw speed, and the throughput. Mechanical energy has to be introduced in the processing zone... [Pg.184]

A relevant characteristic of the technology should be the ability to remove the water selectively and continuously in order to shift the chemical equilibrium to full conversion. Because the presence of a liquid water phase will lead to rapid deactivation of the solid catalyst, operating conditions for water-free organic liquid should be found. In addition, the thermodynamic behavior of the reaction mixture is nonideal, particularly with respect to the couple alcohol-water. [Pg.232]

Discussion of Thermodynamic Behavior of the Ionic Constituents of Micelles in Mixed Solvents... [Pg.121]

Table 2.5 shows the thermodynamic behavior of the water ionization reaction. The variation of log Kjy and AG (molal scale for ions, mole fraction scale for water) with temperature at a fixed pressure of 1 atm and the variation of these quantities with pressure at 25°C are given. These data can be used to obtain the enthalpy change of reaction, AH, and the volume change of reaction, AV. ... [Pg.56]

The elution profile of an ideal chromatogram depends only on the thermodynamic behavior of the chromatographic system. In a real chromatogram additional mass transfer and fluid dynamic factors have to be taken into account. [Pg.18]

Regarding the thermodynamic behavior of the charge-non-symmetrical binary systems, the following general rules can be deduced. [Pg.9]

In Chapter 4, we developed the ideal solution model, which enables the estimation of the properties of mixtures from knowledge of the thermodynamic behavior of the pure species. While the ideal solution model does provide accurate predictions for mixtures of relatively similar substances, many systems do exhibit substantial deviations from the ideal solution model. [Pg.47]

Therefore, given the critical temperature and pressure of a fluid, we can use Eqs. (10.13) and (10.15) to determine the parameters for the van der Waals equation. This then allows us to make predictions about the thermodynamic behavior of the fluid at any other state point. [Pg.75]

Hence, in conjunction with the results of Section III.C, the choice of model for the density of states or partition function dictates both the dynamic and the equilibrium thermodynamic behavior of the system, the latter emerging from the master equation as f do. Attempts to incorporate anharmonic effects do not necessarily succeed in improving the description of both these properties. In the context of the master equation. Ball and Berry have developed and tested anharmonic partition functions by first concentrating on the equilibrium probabilities [151] and then on the... [Pg.31]

To characterize the thermodynamic behavior of the components in a solution, it is necessary to use the concept of partial molar or partial specific functions. The partial molar quantities most commonly encountered in the thermodynamics of polymer solutions are partial molar volume Vi and partial molar Gibbs free energy Gi. The latter quantity is of special significance since it is identical to the quantity called chemical potential, pi, defined by... [Pg.111]

Tests were conducted, die first with an LH2 tank of such a size, to investigate the thermodynamic behavior of the liquid hydrogen in the tank. One important goal was to examine the pressure rise in the closed tank. Three test series were conducted [52, 69] ... [Pg.148]

The safety of LH2 storage tanks has been investigated in extensive experiments. Passenger car tanks have been exposed to deformation and perforation, as well as fire and burst testing to check the performance in conceivable traffic accidents. Tests with a 61 m container representative of maritime transportation were conducted, the first with an LH2 tank of that size, to investigate the thermodynamic behavior of the LH2 in the tank. [Pg.313]

The area of thermodynamic behavior of the oxides Of the groups It—VI of the periodic systems, including the pyrotechnically important and little known facts on their evaporation and existence of lower oxides, is part of the subject of a translation from the Russian language. It was not available at the time of completion of this book. [Pg.411]

WAXS measurements demonstrated that the two lateral distances for the long-chain surfactants were similar to those of other polyoxyethylene surfactants (3.87 and 4.72A). Thus, the authors concluded that the molecules were packed in the solid state similar to other polyoxyethylenes and that the thermodynamic behavior of the surfactants was mainly governed by the polyoxyethylene chain. Since the lateral distances among the polyoxyethylene chains are smaller than in the cholesterol, the polyoxyethylene chains could be more closely packed in the soUd state only by an antiparallel arrangement, in order that the more voluminous cholesterol moieties do not interfere with each other. However, when the chain was reduced, below n = 10, the cholesterol group rigidity was pronounced, the lateral distances became similar to the lateral distances in the cholesterol, and transformation into a liquid-crystalline phase occurred [32]. [Pg.95]

The concentration dependence of the parameter X2,3 fe " the mixture of PO-300-SKD-KTRA ohgomers indicates the complex thermodynamic behavior of the mixture. The function X2,3 = f(4>3)y where 4>3 is the volume fraction, is of bimodal character with the maximum of the thermodynamic instabihty observed at 5% and 45% of SKD-KTRA that is, the above mixture has two regions of composition with the least stable thermodynamic equhibrium. In this case the stabihty is itself a function of temperature and increases with temperature, indicating the existence of a blending bottom critical temperature for this mixture of ohgomers. [Pg.145]


See other pages where Thermodynamic behavior of the is mentioned: [Pg.101]    [Pg.40]    [Pg.152]    [Pg.174]    [Pg.407]    [Pg.584]    [Pg.181]    [Pg.119]    [Pg.122]    [Pg.101]    [Pg.323]    [Pg.324]    [Pg.26]    [Pg.376]    [Pg.410]    [Pg.325]    [Pg.995]    [Pg.338]    [Pg.451]    [Pg.273]    [Pg.562]    [Pg.145]    [Pg.656]   


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Thermodynamics behavior

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