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Continuous species

Redox reaction (continued) species strength, 506-507q spontaneity of, 489-490,507-508q standard, calculation, 488-489 titration, 92... [Pg.696]

The thermodynamics of irreversible processes begins with three basic microscopic transport equations for overall mass (i.e., the equation of continuity), species mass, and linear momentum, and develops a microscopic equation of change for specific entropy. The most important aspects of this development are the terms that represent the rate of generation of entropy and the linear transport laws that result from the fact that entropy generation conforms to a positive-definite quadratic form. The multicomponent mixture contains N components that participate in R independent chemical reactions. Without invoking any approximations, the three basic transport equations are summarized below. [Pg.687]

M. Mezhericher, M. Naumann, M. Peglow, A. Levy, E. Tsotsas, 1. Borde, Continuous species transport and population balance models for first drying stage of nanosuspension droplets. Chemical Engineering Journal, 210 (2012) 120-135. [Pg.246]

Furthermore is the ion s algebraic valence (greater or less than zero), e is the electron charge (e > 0), and u is the flow velocity field. The flux jj and the concentration rii obey the continuity (species conservation) equation... [Pg.232]

The reactivity and physical properties of continuous species are defined as a function of a dimensionless variable x e [0, oo). This variable is usually related to a measurable physical quantity, such as molecular weight or boiling point. The fraction of a continuous species belonging to an interval of variable x can be calculated by integrating the time-dependent probability density function p(x, t) over this interval. According to its definition, the integral of this pdf is unit over the whole domain of definition of x at any time. [Pg.228]

If the continuous species participates in first-order reactions only, then it is easy to calculate (Okino and Mavrovouniotis 1998) the total concentration of the continuous species at each time point, as well as the pdf belonging to this time and the mean values of physical properties. If the continuous species participates in reactions other than first order, then general solutions do not exist, but solutions can be derived for several special cases (Astarita and Ocone 1986 Ho and Aris 1987 Astarita 1989 Astarita and Nigam 1989 Ocone and Astarita 1993). [Pg.229]

Vibrational spectroscopy has been, and will continue to be, one of the most important teclmiques in physical chemistry. In fact, the vibrational absorption of a single acetylene molecule on a Cu(lOO) surface was recently reported [ ]. Its endurance is due to the fact that it provides detailed infonnation on structure, dynamics and enviromnent. It is employed in a wide variety of circumstances, from routine analytical applications, to identifying novel (often transient) species, to providing some of the most important data for advancing the understanding of intramolecular and intemiolecular interactions. [Pg.1175]

In this approach one uses narrow-band continuous wave (cw) lasers for continuous spectroscopic detection of reactant and product species with high time and frequency resolution. Figure B2.5.11 shows an experimental scheme using detection lasers with a 1 MFIz bandwidth. Thus, one can measure the energy spectrum of reaction products with very high energy resolution. In practice, today one can achieve an uncertainty-limited resolution given by... [Pg.2128]

Each of these tools has advantages and limitations. Ab initio methods involve intensive computation and therefore tend to be limited, for practical reasons of computer time, to smaller atoms, molecules, radicals, and ions. Their CPU time needs usually vary with basis set size (M) as at least M correlated methods require time proportional to at least M because they involve transformation of the atomic-orbital-based two-electron integrals to the molecular orbital basis. As computers continue to advance in power and memory size, and as theoretical methods and algorithms continue to improve, ab initio techniques will be applied to larger and more complex species. When dealing with systems in which qualitatively new electronic environments and/or new bonding types arise, or excited electronic states that are unusual, ab initio methods are essential. Semi-empirical or empirical methods would be of little use on systems whose electronic properties have not been included in the data base used to construct the parameters of such models. [Pg.519]

We 11 begin by describing the preparation and properties of p keto esters proceed to a discussion of their synthetic applications continue to an examination of related species and conclude by exploring some recent developments m the active field of synthetic car banion chemistry... [Pg.887]

TABLE 4.3 Ionization Energy of Molecular and Radical Species Continued)... [Pg.284]


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See also in sourсe #XX -- [ Pg.227 ]




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Contaminant species, transport continuity

Continuity equation species

Continuity species

Continuity species

Hafnium compounds—continued chloro species

Hafnium compounds—continued fluoro species

Infrared (continued species

Reactive species continuous generation

Reactor Scale Balance and Species Continuity

Species continuity equations specific forms

The Species Continuity Equations

Tube-Side (Equation of Continuity for Species A)

Zirconium compounds—continued chloro species

Zirconium compounds—continued fluoro species

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