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Influence of thermodynamics

Despite the lack of a unique parameter that describes the mechanical characteristics of joints, it is possible to divine some of the influences of variations in capillarity and other joint formation phenomena by examining the limited mechanical data sets for particular types of joints or families of joint materials. Thus it is clear that [Pg.372]

In principle, an equality between the thermodynamic work of adhesion of liquid-solid systems and the work needed to separate an interface might be expected for simple systems and this has been observed for failure of adhesive-polymer interfaces bonded by van der Waals forces, (Kinloch 1987). Similarly, empirical correlations of interfacial strengths and work of adhesion values of solidified interfaces have been reported for some nominally non-reactive pure metal/ceramic systems. However, mechanical separation of such interfaces is a complex process that usually involves plastic deformation of the lattices, and hence their works of fracture are often at least ten and sometimes one hundred times larger than the works of adhesion, (Howe 1993). Nevertheless, for non-reactive metal/ceramic couples, it is now widely recognised that the energy dissipated by plasticity (and as a result the fracture energy of the interface) scales with the thermodynamic work of adhesion (Reimanis et al. 1991, Howe 1993, Tomsiaet al. 1995). [Pg.373]

The thermodynamic driving force for interface creation for clean metal-metal systems, defined in terms of the work of adhesion, is invariably large as shown in Chapter 5 and hence generates the expectation that the mechanical properties of metal-metal interfaces will be excellent. This is usually observed in practice when wetting produces complete and intimate contact of the braze and component [Pg.374]


The results described in this review provide support for the following generalizations about the influence of thermodynamics and intrinsic kinetic barriers on the partitioning of carbocations between nucleophilic addition of aqueous solvents to form a tetrahedral adduct (ks) and proton transfer to these solvents to form an alkene (kp). [Pg.110]

It is of interest that the influence of thermodynamic equilibrium must enter the growth process of particles. If the radius of the particles is too... [Pg.82]

Figure 11.5 Influence of thermodynamic water activity, aw, on the hydrolytic ( ), alcoholytic ( ) and total (A) activity for the Candida antarctica lipase -catalyzed acylation of 2-pentanol with methyl propanoate as acyl donor. Figure 11.5 Influence of thermodynamic water activity, aw, on the hydrolytic ( ), alcoholytic ( ) and total (A) activity for the Candida antarctica lipase -catalyzed acylation of 2-pentanol with methyl propanoate as acyl donor.
The weak physical forces that hold together self-assembled nanoparticles are, of course, susceptible to disruption under the influence of thermodynamic and/or mechanical stresses. Hence some workers have investigated ways to reinforce nanoscale structures via covalent bonding. For instance, improved stability of protein nanoparticles, in particular, casein micelles, can be achieved by enzymatic cross-linking with the enzyme transglutaminase, which forms bonds between protein-bound glutamine and lysine residues. By this means native casein micelles can be converted from semi-reversible association colloids into permanent nanogel particles (Huppertz and de Kruif, 2008). [Pg.24]

The intrinsic barrier therefore denotes the portion of the additional free energy possessed by the transition state with respect to the free energies of the adjacent ground (precursor and successor) states that arises only as a consequence of the non-equilibrium properties of the former. The elucidation of intrinsic barriers, at least relative values for a series of structurally related reactions or for different surface environments, is clearly of central fundamental importance in electrochemical kinetics. Although not often perceived in such terms, a major objective is therefore the utilization of strategies that correct, or otherwise allow for, the influence of thermodynamic contributions upon the experimental kinetic parameters. [Pg.34]

In fact, when the reaction rate is expressed using parameters Sy and hj, it is easy to separate the influence of standard thermodynamic parameters of the transition states from the influence of thermodynamic parameters of ther malized reactants (these may be both initial reactants and intermediates). If so, it is reasonable to discuss two types of rate controUing factors CF ... [Pg.45]

Essential advantages of the thermodynamics of non equilibrium pro cesses are the possibility of correct quantitative explanation of important concepts of rate limiting and rate determining steps at complex chemical transformations the possibility of the use of one effective transformation instead of a series of the reaction intermediate transformations, without the loss of the correctness when analyzing a specific influence of this trans formation series on the total course of the complex process as weU as the possibility of analyzing the influence of thermodynamic parameters of both external reactants and of reaction intermediates on some important para meters of complex reactions like apparent activation energy, etc. [Pg.331]

In ideal chromatography, we assume that the column efficiency is infinite, or in other words, that the axial dispersion is negligibly small and the rate of the mass transfer kinetics is infinite. In ideal chromatography, the surface inside the particles is constantly at equilibrium with the solution that percolates through the particle bed. Under such conditions, the band profiles are controlled only by the thermodynamics of phase equilibria. In linear, ideal chromatography, all the elution band profiles are identical to the injection profiles, with a time or volume delay that depends only on the retention factor, or slope of the linear isotherm, and on the mobile phase velocity. This situation is unrealistic, and is usually of little importance or practical interest (except in SMB, see Chapter 17). By contrast, nonlinear, ideal chromatography is an important model, because the profiles of high-concentration bands is essentially controlled by equilibrium thermodynamics and this model permits the detailed study of the influence of thermodynamics on these profiles, independently of the influence of the kinetics of mass transfer... [Pg.13]

Linear chromatography is a specific, limiting case of nonlinear chromatography. It is an important one for our purpose, however, because in linear chromatography the influence of thermodynamics on the shape of the band profiles vanishes. Thermodynamics controls only the band positions kinetics controls their profiles. Thus, the influence of the parameters of kinetic origin remains isolated and can... [Pg.281]

Jaulmes and Vidal-Madjar [51] studied the influence of the mass transfer kinetics on band profiles, using a Langmuir second-order kinetics, and a constant axial dispersion coefficient, D. They derived numerical solutions using a finite difference algorithm. The influence of the rate constant on the band profile at various sample sizes is illustrated in Figure 14.18. As the mass transfer kinetics slows down, the band broadens and the shock layer becomes thicker. When the sample size increases, however, the influence of thermodynamics on the profile becomes more dominant, as shown by the change in shock layer thickness which decreases with increasing sample size. [Pg.687]

This example has been used earlier to discuss the influence of thermodynamics on the reaction conditions (Fig. 7-7). It was shown that a great excess of pyruvate is helpful in order to increase equilibrium conversion, but for practical reasons there is a limit, because... [Pg.241]

An interesting analysis of the influence of thermodynamics on the kinetics of TXN polymerization is given in a series of papers by Enikolopyan et al. 96-98). These authors consider polymerization to be homogeneous (in the kinetic sense) in contrast to the above-discussed polymerization in the crystalline state. The equilibrium between crystalline and dissolved polymer is considered (only the fragment of the chain that carries the active end needs to be dissolved) and on this basis some kinetic peculiarities of TXN polymerization are explained. [Pg.117]

Quadrat, O. Bohdanecky, M Munk, P. Influence of thermodynamic quality of a solvent upon non-newtonian viscosity of PMMA solutions. J. Polym. Sci. C 16 (1967) 95-102... [Pg.158]

Finally, the most noticeable result has been the understanding of the usually observed concentration effects on the elution volumes based not only on hydrodynamic aspects, but also on the important influence of thermodynamic factors such as the preferential solvation. In this sense, it has been quantitatively shown that, for a given solvent/polymer system and a given molar mass, the concentration effect is more acute in the packing that presents lower polymer-gel sorption and lower degree of cross-linking. [Pg.749]

Synthesis, forming condition andmechanism, and application of core-shell polymer latex particles were reviewed. The influences of thermodynamic and kinetic factors on the fixmation of core-shell mwphology were discussed, and a prediction of its future developments was made. 52 refs. CHINA... [Pg.94]

If the results for butylmethacrylate are compared with reactive extrusion of styrene the maximum conversion is much lower in the case of butylmethacrylate. Styrene could be polymerized up to a conversion of almost 99%, while in the case of butylmethacrylate the highest conversion was 96.3%. This limitation indicates the importance of the ceiling temperature as described by Dainton (14). It is known in literature (15) that methacrylates possess a relatively low ceiling temperature, which means that the influence of thermodynamic limitations is most pronounced for these components. Bywater (16) found for methylmethacrylate an equilibrium monomer concentration of 0.3mol/l at 132°C, which was independent of the amount of polymer formed after reaction. This imphes... [Pg.138]

The given approach allows us to differentiate the influence of thermodynamic constraints on hysteresis (related to the Gibbs free energy dependence on size and nucleation barrier) from the influence of kinetic constraints on hysteresis (related to the activation energy for the diffusion across the parent phase-nucleus interface). At high T the hysteresis is related to thermodynamic control of the process, whereas at low T the hysteresis is related to kinetic control of the process. [Pg.469]

Linear regression of one-electron reduction potentials (which are proportional to free energies for electron transfer reactions) with log kohs values for the transformation of 8 halogenated aliphatic compoimds by FeS produced only a weak LFER (R =0.48) (7 7). The poor R value and the small slope of the LFER were attributed to several factors, including the influence of thermodynamic or molecular parameters other than one-electron reduction potentials on reaction rates, different mechanisms of adsorption to the FeS surface for different pollutants, different reaction mechanisms at the FeS surface, and/or significant adsorption of certain pollutants to non-reactive FeS surface sites (77). [Pg.123]


See other pages where Influence of thermodynamics is mentioned: [Pg.330]    [Pg.372]    [Pg.170]    [Pg.16]    [Pg.282]    [Pg.356]    [Pg.29]    [Pg.29]    [Pg.486]    [Pg.183]    [Pg.94]    [Pg.61]    [Pg.788]    [Pg.52]    [Pg.418]    [Pg.175]    [Pg.665]    [Pg.167]    [Pg.424]    [Pg.123]    [Pg.51]    [Pg.319]    [Pg.511]    [Pg.522]   


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