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Far-from-equilibrium state

The current frontiers for the subject of non-equilibrium thennodynamics are rich and active. Two areas dommate interest non-linear effects and molecular bioenergetics. The linearization step used in the near equilibrium regime is inappropriate far from equilibrium. Progress with a microscopic kinetic theory [38] for non-linear fluctuation phenomena has been made. Carefiil experiments [39] confinn this theory. Non-equilibrium long range correlations play an important role in some of the light scattering effects in fluids in far from equilibrium states [38, 39]. [Pg.713]

From the thermodynamic point of view, the systems under consideration are open and far from equilibrium state. Obviously, common physico-chemical methods of research and theoretical description fail to be helpful in this case. [Pg.14]

Prom the standpoint of thermodynamics, the system electrolyte-film-electrode is open and far from equilibrium state. In this study we use the theoretical approach to the description of such systems created by H. Poincare and further developed later by Andronov and others. This method is called bifurcation analysis or, alternatively, theory of non-linear dynamic systems [7]. It has been applied to the studies of macrokinetics (dynamics) of the processes in electrode film systems. [Pg.180]

Thermodynamics plays an important role in the stability analysis of transport and rate processes, and the nonequilibrium thermodynamics approach in particular may enhance and broaden this role. This chapter reviews stability analysis based on the conventional Gibbs approach and tbe nonequilibrium thermodynamics theory. It considers the stability of equilibrium, near-equilibrium, and far-from-equilibrium states with some case studies. The entropy production approach for nonequilibrium systems appears to be more general for stability analysis. One major implication of the nonequilibrium thermodynamics theory is the introduction of distance from global equilibrium as a constraint for determining the stability of nonequilibrium systems. When a system is far from global equilibrium, the possibility of new organized structures of matter arise beyond an instability point. [Pg.563]

Frequently encountered in nature and process industries, multiphase flows may comprise various states of matter, e.g., gas and solid in fluidization gas and liquid in bubble column and gas, liquid, and solid in airlift slurry bed (Mudde, 2005). In this article, the term phase in multiphase flow is related to the aggregative state of flow, which is normally far from equilibrium states. And it is different from the phase for a thermodynamic equilibrium system, where the phase is used to refer to a set of equilibrium states that can be demarcated in terms of state variables by a phase boundary on a phase diagram. As a result, it is possible to have a gas—soHd flow mixture with more than two phases, which can be classified by size, density of particles, or by the states of dispersion, e.g., poly disperse multiphase flow pCue and Fox, 2014) and dilute—dense, gas—soHd multiphase flow (Hong et al, 2012). [Pg.194]

Why must a living system renew itself Evidently this is the price biological systems must pay for their inherent instability, since a totally stable system is a dead system, existing in chemical and thermodynamic equilibrium. In stark contrast, a living system is not completely covalent and hence is unstable, existing in a far-from-equilibrium state which is responsive to fluctuations in the environment. [Pg.31]

Biological systems are open systems which exist only in a far-from-equilibrium state where they can utilize the flow of energy and matter. [Pg.48]

Preparing conductive polymer blends with selected localization of CB has attracted considerable research interested with a near continuous stream of publications whose detailed review is outside of the scope of the present book. The thermodynamic and kinetic factors that govern the localization of CB particles at interfaces in polymer blends are rather complex since systems far from equilibrium state are obtained, as recently considered by several authors. ... [Pg.176]


See other pages where Far-from-equilibrium state is mentioned: [Pg.313]    [Pg.599]    [Pg.611]    [Pg.694]    [Pg.377]    [Pg.227]    [Pg.228]    [Pg.485]    [Pg.575]    [Pg.435]    [Pg.409]    [Pg.410]    [Pg.221]    [Pg.262]    [Pg.599]    [Pg.3]   
See also in sourсe #XX -- [ Pg.2 , Pg.14 ]




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Far from equilibrium

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Steady state far from equilibrium

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