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Overvoltages formulae

To use this formula, the assumption has been made that the fuel consists of a binary mixture of hydrogen and water, while the cathodic gas is a binary mixture of oxygen and nitrogen. The diffusion coefficient for binary mixtures D y eff is estimated by the equation proposed by Hirschfelder, Bird and Spotz [12], and the Knudsen diffusion coefficient for species i is given by free molecule flow theory [11], Finally, combining Equations (6.15-6.18) the anodic and the cathodic concentration overvoltages are given by (see also Equations (A3.20) and (A3.21)) ... [Pg.191]

The dependence of hydrogen overvoltage current density is expressed by the formula ... [Pg.142]

Step 4. Determine the maximum transient overvoltage, phase-to-ground, at the worksite from the following formula ... [Pg.785]

Chemical formula. Common eompositions are Ni94Co3Zn3 (wt%) where cobalt is coprecipitated for the purpose of eonductivity enhancement and both cobalt and zinc have the funetion of oxygen overvoltage adjustment and microstructure refinement. [Pg.885]

At the equilibrium potential with A(po, the concentration of adatoms may on a particular face be oN d cm , which depends on the interaction of the adatoms with the surface atoms and the molecules of the solution. The free energy necessary to remove species of the solution (e.g., solvent molecules) from adsorption sites on the surface is another factor controlling the adsorption eqnilibrium. The concentration of adatoms will vary with Acp and reach a new eqnilibrinm far from steps with kink sites as long as the concentration does not increase at cathodic bias to such an extent that two-dimensional nucleation can occur. However, close to a step with kink sites, the equilibrium will be distorted by a flux of atoms to or from these steps via surface diffusion. From the model of Figure 2.32, one can postnlate the dependence of the adatom equilibrium concentration upon the overvoltage by the formula... [Pg.63]

When only power-frequency components are considered, SLG faults and three-phase faults are studied using theoretical formulas. Some utilities study SLG faults and three-phase faults using EMTP in order to consider transient components of the sheath voltage. Switching surges rarely become an issue for the sheath overvoltage. [Pg.315]

The monoclinic lithium vanadium phosphate Li3V2(P04)3 exhibits an excellent reversibility when the charge extracted is limited to the value equivalent to two Li per formula unit. The extraction of the last lithium is observed at a potential greater than 4.6 V vs. Li /Li" and involves a significant overvoltage [35]. In Li cV2(P04)3, the redox couple takes place in the range x= 1-3. [Pg.517]


See other pages where Overvoltages formulae is mentioned: [Pg.816]    [Pg.728]    [Pg.444]    [Pg.131]    [Pg.623]    [Pg.336]    [Pg.171]    [Pg.782]    [Pg.62]    [Pg.623]    [Pg.431]    [Pg.148]   


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Overvoltage

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