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Faraday constant definition

With the definition of the Faraday constant (Eq. 13) the amount of charge for the cell reaction for one formula conversion is given by Eq. (18) ... [Pg.10]

ECb. Evb. Ef. ancl Eg are, respectively, the energies of the conduction band, of the valence band, of the Fermi level, and of the band gap. R and O stand for the reduced and oxidized species, respectively, of a redox couple in the electrolyte. Note, that the redox system is characterized by its standard potential referred to the normal hydrogen electrode (NHE) as a reference point, E°(nhe) (V) (right scale in Fig. 10.6a), while for solids the vacuum level is commonly used as a reference point, E(vac) (eV) (left scale in Fig. 10.6a). Note, that the energy and the potential-scale differ by the Faraday constant, F, E(vac) = F x E°(nhe). where F = 96 484.56 C/mol = 1.60219 10"19 C per electron, which is by definition 1e. The values of the two scales differ by about 4.5 eV, i.e., E(vac) = eE°(NHE) -4-5 eV, which corresponds to the energy required to bring an electron from the hydrogen electrode to the vacuum level. [Pg.345]

These laws (determined by Michael Faraday over a half century before the discovery of the electron) can now be shown to be simple consequences of the electrical nature of matter. In any electrolysis, an oxidation must occur at the anode to supply the electrons that leave this electrode. Also, a reduction must occur at the cathode removing electrons coming into the system from an outside source (battery or other DC source). By the principle of continuity of current, electrons must be discharged at the cathode at exactly the same rate at which they are supplied to the anode. By definition of the equivalent mass for oxidation-reduction reactions, the number of equivalents of electrode reaction must be proportional to the amount of charge transported into or out of the electrolytic cell. Further, the number of equivalents is equal to the number of moles of electrons transported in the circuit. The Faraday constant (F) is equal to the charge of one mole of electrons, as shown in this equation ... [Pg.328]

Definition of terms a = diameter of inlet, A = electrode area, b = channel height, C = concentration (mM), F = Faraday constant, D = diffusion coefficient, v = kinematic viscosity, r = radius of tubular electrode, U = average volume flow rate, u = velocity (cm/s), n = number of electrons. Source Adapted from Ref. 84. [Pg.105]

AG, 2 is calculated from electrochemical data using the definition of the standard potential (Equation 1.67), where n is the charge number of the reaction, that is, the number of electrons involved, and F is the Faraday constant. In convenient units, F = 23.06 kcal/(molV). [Pg.31]

Thus the Faraday constant is the charge on die electron multiplied by Avogadro s number. By definition, an electrical current (i), measured in amperes (A), is determined as coulombs per second ... [Pg.9]

In the 1930s, electrochemistry was a major part of physical chemistry and laboratory measurements were related to easily reproducible experiments. Thus plating out 1 mole of silver metal from a solution of AgNOa was an easy way to measure coulombs with an ammeter to measure current and a clock measuring seconds. The Faraday constant then requires fiufher definitions of an ampere etc., but those constants can be obtained through measurements and calculations from electroplating silver. Today, the modem values are all subjected to a least squares fit of all the known constants with the best experimental data except, as mentioned above, the value of c is now fixed and not subject to further measurement. The value of c is the kingpin of most of all the other constants. [Pg.188]

Farad, definition, 1-23 to 26 Faraday constant, 1-1 to 11 Faraday effect, 12-165 to 178 Fats, composition and properties, 7-9 to 13 Fatty acids and methyl esters, physical properties, 7-7 to 8... [Pg.2481]

Solution. From the definition of the Faraday constant IF it follows that ... [Pg.40]

Generally within chemistry, an amount of substance is given in the SI unit (mol). Therefore, for describing electrochemical phenomena it is expedient to introduce the electric charge quantity the Faraday constant T that is associated with the mol unit for amount of substance. This association is described in the following definition. [Pg.198]

Definition The Faraday constant IF is defined as the electric charge of 1 mol of elementary charge... [Pg.198]

Thus, when a given current is passed for a given time through a series of electrolyte solutions, the extent of decomposition is always the same when expressed in terms of equivalents. In this statement lies the definition of the Faraday constant which is the amount of electricity required to deposit one equivalent of any ion from a solution and has the value 96 493 coulombs (9-6493 X 10 C k eq in S.I. units.)... [Pg.2]

The factor z F takes into account the fact that the definition of chemical potential is based on the mole, while the Galvani potential is defined in terms of the unit charge 7 = 1A 5. The Faraday constant arises from multiplying the electronic charge e by Avagadro s number F-eQ NA - The factor z, which indicates the number of unit charges exchanged per molecule, must be taken into account for multivalent ions. Equilibrium between different phases prevails, then, when the electrochemical potential is equal in all phases ... [Pg.12]

Figure 1 shows the representation of the experimental isotherm (B. G. Aristov, V. Bosacek, A. V. Kiselev, Trans. Faraday Soc. 1967 63, 2057) of xenon adsorption on partly decationized zeolite LiX-1 (the composition of this zeolite is given on p. 185) with the aid of the virial equation in the exponential form with a different number of coefficients in the series i = 1 (Henry constant), i = 2 (second virial coefficient of adsorbate in the adsorbent molecular field), i = 3, and i = 4 (coefficients determined at fixed values of the first and the second coefficients which are found by the method indicated for the adsorption of ethane, see Figure 4 on p. 41). In this case, the isotherm has an inflection point. The figure shows the role of each of these four constants in the description of this isotherm (as was also shown on Figure 3a, p. 41, for the adsorption of ethane on the same zeolite sample). The first two of these constants—Henry constant (the first virial constant) and second virial coefficient of adsorbate-adsorbate interaction in the field of the adsorbent —have definite physical meanings. [Pg.57]

It is easy to relate this current density to the many familiar expression for the rate in terms of moles/cm s. Let the current density be given by the symbol i (current per unit area and time, e.g., A/m /s ) then the number of coulombs which are passing in the time t is given by definition as / t, where i is in A cm and t is in seconds. A constant called the Faraday (which has a value of 96,500 C/mole) is associated with every mole of charge so that if in an electrochemical reaction one passes n electrons in one act of the overall reaction the number of coulombs flowing is nF, or n X 96,500 coulombs per mole every time the reaction occurs once (in the molar sense). [Pg.8]

P is Faraday s constant (charge on Imol of electrons) = 96.487 (Cmol ), R is the ideal-gas constant =8.31 J and T is the absolute temperature (K)) is the normalized scan rate (this definition of T applies to reduction processes, while for oxidation reactions Do is replaced by Dr). On these bases, a charge transfer is defined reversible for T >7, quasireversible for 7>T >10, and totally irreversible for Consequently, the same redox system... [Pg.4937]


See other pages where Faraday constant definition is mentioned: [Pg.29]    [Pg.236]    [Pg.125]    [Pg.53]    [Pg.25]    [Pg.267]    [Pg.209]    [Pg.2143]    [Pg.46]    [Pg.2129]    [Pg.1231]    [Pg.144]    [Pg.137]    [Pg.138]    [Pg.49]    [Pg.267]    [Pg.228]    [Pg.675]    [Pg.35]    [Pg.221]    [Pg.295]    [Pg.19]    [Pg.150]    [Pg.274]    [Pg.1126]    [Pg.31]   
See also in sourсe #XX -- [ Pg.136 ]




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