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Diffusion potentials

The influence of interfaeial potentials (diffusion or liquid junction potentials) established at the boundary between two different electrolyte solutions (based on e.g. aqueous and nonaqueous solvents) has been investigated frequently, for a thorough overview see Jakuszewski and Woszezak [68Jak2]. Concerning the usage of absolute and international Volt see preceding chapter. [Pg.55]

Water status of the seedlings was determined each afternoon by obtaining leaf diffusive resistance, water potential, and osmotic potential. Diffusive resistance was measured on both the adaxial and abaxial surfaces of the youngest fully expanded leaf for six randomly selected plants in each treatment using a Lambda Model LI-60 meter and a narrow aperture sensor. Total leaf resistance (R) was calculated from the component resistances (r) as follows ... [Pg.181]

It is suggested that the movement of the front by migration (electrical potential), diffusion (chemical potentials), and advection (hydraulic potentials) will cause desorption of cations and other species from clay surfaces and facilitate their release into the fluid.34... [Pg.700]

Let us assume that the molecular transport is governed only by the differences in the chemical potential (diffusion) and neglect a possible order parameter transport by the hydrodynamic flow [1,144,157]. Then, one can postulate a linear relationship between the local current and the gradient of the local chemical potential difference p(r) [146,147] as... [Pg.177]

Lewis-Surgent equation -> potential, -> diffusion potential... [Pg.400]

Figure 1.15 shows a potential sweep cycle, the electrochemical response with the cycle, and the surface concentration profile in the potential sweep. A cyclic voltammogram can give information about the thermodynamic potential, diffusion coefficient, kinetics, and reversibility of the reaction. [Pg.24]

The genotoxic substances acrylamide, DMS and 1,4-dioxane and one substance with a very low derived no effect level (DNEL), AA, require specific restrictions to control direct exposures for professional uses and potential diffuse environmental emissions from high total volumes of use in professional products. [Pg.249]

Diffusion Potential. Diffusion potential arises from a concentration gradient, VC, across the vesicle bilayer. Addition... [Pg.58]

In the case of nonequilibrium spatial distribution of a certain species, characterized by a nonuniform distribution of chemical potential, diffusion of this species will occur in accordance with the gradient of its chemical potential. If a gradient exists in the chemical potential for one of the species, then a statistical force will be exerted on the particle distribution. The average velocity of a particle will be given by the product of its mobility and the sum of the forces acting on it (4). During the transport of a substance across a membrane, it must move through phase boundaries, such as aqueous phase/membrane/aqueous phase. As mentioned before, the substance has different affinities to each phase encountered. In most cases, the diffusion within the membrane is much slower than in the liquid phase. [Pg.1409]

The electrical potential at an oil -j- water interface has been the subject of many investigations aimed at discovering the part it plays in bio-electric phenomena. These investigations tried to relate the changes of this potential to the nature of the ions in the aqueous solution. The observed results have been attributed to adsorption potentials, diffusion potentials 2 and thermodynamic phase-boundary potentials.3 It has been shown that the first of these suggestions is definitely false 4 and it seems likely that diffusion potentials and phase-boundary potentials have both made a contribution in the systems investigated hitherto. The attempts at quantitative correlation 2 can hardly be considered successful. [Pg.285]

The nature of the equilibrium between the dormant system 41 and the pair of radicals 37 and 40 has been probed and exploited by a number of groups. The exact nature of the radical pair, caged pair of radicals, or freely diffusing radicals was probed by a series of crossover experiments.94 This is an important synthetic issue the nitroxide counter-radicals are associated with the same polymeric chain end during the course of the polymerization, or do they diffuse freely to the reaction medium, which affects the ability to insert functional groups at the chain ends. In these experiments, the potential diffusion of the mediating radical from the propagating chain end... [Pg.111]

The potentiostatic method is less ambiguous than the galvanostatic one. Its application, however, requires more sophisticated instrumentation. The rise time of the potentiostat should be fast enough to ensure rapid step change of the potential. Errors may arise from slow rise times as well as from current integration. With porous electrodes, all sites may not be under the same potential diffusion of reactant into or out of the pores may be slow compared with the potential change, which can lead to incorrect estimates of surface coverage and utilization. [Pg.301]

The above analysis shows that in the simple case of one adsorbed intermediate (according to Langmuirian adsorption), various complex plane plots may be obtained, depending on the relative values of the system parameters. These plots are described by various equivalent circuits, which are only the electrical representations of the interfacial phenomena. In fact, there are no real capacitances, inductances, or resistances in the circuit (faradaic process). These parameters originate from the behavior of the kinetic equations and are functions of the rate constants, transfer coefficients, potential, diffusion coefficients, concentrations, etc. In addition, all these parameters are highly nonlinear, that is, they depend on the electrode potential. It seems that the electrical representation of the faradaic impedance, however useful it may sound, is not necessary in the description of the system. The systen may be described in a simpler way directly by the equations describing impedances or admittances (see also Section IV). In... [Pg.195]

Polarographic data (half-wave potentials, diffusion current constants, etc.) on several oxazole derivatives have been obtained by Bezuglyi... [Pg.170]

Breccia A, Fini A, Girotti S and Stagni G, Correlation between physico-chemical parameters of phosphocreatine, creatine, and creatinine, and their reactivity with their potential diffusion in tissue, Pharmatherapeutica, 3(4), 227-232 (1982). [Pg.157]

Figure 28. A schematic transmembrane potential profile E = transmembrane potential iJ/q = the outer diffuse double layer potential = the inner diffuse double layer potential = polarization potential due to membrane molecular dipoles iJ/do d — asymmetrical polarization potentials = diffusion potential. Figure 28. A schematic transmembrane potential profile E = transmembrane potential iJ/q = the outer diffuse double layer potential = the inner diffuse double layer potential = polarization potential due to membrane molecular dipoles iJ/do d — asymmetrical polarization potentials = diffusion potential.
Figure 29. Calculated and observed values of concentration potential E (30/3), where (30/3) is the transmembrane potential for 30 mM salt in the outside compartment and 3 mM salt in the inside compartment of the membranes with various surface charge densities. Those densities are indicated as the area (A ) per negative electronic charge. Solid lines are the theoretical values for the cases of the following three relative permeabilities (1) / = p lp = 0 (2) f = 213 and / = 3.0. Dotted line is the calculated value of the difference in surface potentials (diffuse double layer potentials) in the bulk solutions of 3 mM and 30 mM with respect to variation of surface charge densities. All calculations were done by assuming no ion binding with the membrane at a temperature of 24°C (Reference 141). Figure 29. Calculated and observed values of concentration potential E (30/3), where (30/3) is the transmembrane potential for 30 mM salt in the outside compartment and 3 mM salt in the inside compartment of the membranes with various surface charge densities. Those densities are indicated as the area (A ) per negative electronic charge. Solid lines are the theoretical values for the cases of the following three relative permeabilities (1) / = p lp = 0 (2) f = 213 and / = 3.0. Dotted line is the calculated value of the difference in surface potentials (diffuse double layer potentials) in the bulk solutions of 3 mM and 30 mM with respect to variation of surface charge densities. All calculations were done by assuming no ion binding with the membrane at a temperature of 24°C (Reference 141).
Cathodic activation energy, Galvani potential difference Aq> = 0 Activation energy of separation of atom A from kink site position AA Activation energy of separation of atom B from kink site position AB Activation energy of separation of atom A from kink site position BA Activation energy of separation of atom B from kink site position BB Free corrosion potential Diffusion potential Electron energy... [Pg.423]

It has been shown that precipitation or dissolution potential = observed potential -Nernst potential - diffusion potential - phase potential - thermo-emf. [Pg.90]

Diffusive transport of chemicals also occurs across phase boundaries. However, it is no longer a concentration gradient that serves to describe this process, but a difference in chemical potential. Diffusive exchange across the air-water interface may serve as an example to illustrate how rates of diffusive interfacial chemical transfer are being derived. A common conceptual approach... [Pg.253]

The catalytic function F may be provided by a moiety chemically bound to either the cation or the anion (or both) of the IL. This provides a very high density of active sites. This is advantageous in case of slow reactions where the reaction takes place predominantly in the catalyst phase. To reduce potential diffusion limitations across the phase boundary in faster reactions, a very thin film of IL can be used or the functionalized IL may be diluted with an IL that is not functionahzed. As long as the catalytic function F does not interact with the surface of the support only minor support effects are expected. [Pg.219]


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An Expression for the Diffusion Potential

Bistable potential, fractional rotational diffusion

Bistable potential, fractional rotational diffusion nonequivalent wells

Calculation of the Diffusion Potential

Conductivity, Transference Numbers, and the Diffusion Potential

Counteracting diffusion potential

Diffuse double layer potential drop across

Diffuse double layer potential profile

Diffuse electric layer potential

Diffuse layer potential

Diffusion Equation for Two-component Gas Mixture (Without and With a Potential Field)

Diffusion Potential Drop

Diffusion Potential for Transformation

Diffusion chemical potential form

Diffusion coefficients Lennard-Jones potential

Diffusion control, potential step methods

Diffusion impedance Potential dependence

Diffusion in a Chemical Potential Gradient

Diffusion potential 240 rates

Diffusion potential Donnan phase

Diffusion potential derivation

Diffusion potential membrane

Diffusion potential micropipettes

Diffusion potential solution

Diffusion potential step, high overpotential

Diffusion potential step, reversible case

Diffusion potential, elimination

Diffusion potential, liquid junction potentials

Diffusion, current potential (

Diffusion-reaction problems potential effects

Drift under a Chemical-Potential Gradient Diffusion

Electric potential gradient diffusion

Electrochemical diffusion potential

Electrochemical potential gradient diffusion

Electrode potentials diffusion

Electrode potentials reactant diffusion process

Electrostatic potential diffusion effect

Flow in a Chemical Potential Field Diffusion

Formal Redox Potentials and Diffusion Coefficients

Fractional rotational diffusion double-well periodic potential, anomalous

Fractional rotational diffusion in potentials

Henderson diffusion potential

K+ diffusion potential

Large-amplitude potential step diffusion layer approximation

Lennard-Jones potential diffusion collision integral

Linear diffusion chemical potential

Liquid Junction (Diffusion) Potential

Nonequivalent wells, bistable potential with fractional rotational diffusion

Potential in the diffuse layer

Potential step methods diffusion controlled currents

Potential step perturbation, diffusion

Potential, chemical diffusion

Potentiometric sensors diffusion potential

Reactant diffusion process potential

Relationship Between Rate and Potential Under Stationary Diffusion

Skin diffusion potential

Some Transporters Facilitate Diffusion of a Solute down an Electrochemical Potential Gradient

Summary of Diffusion Potentials

Thermal diffusion potential

Valinomycin diffusion potential

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