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Electrochemical valence

Oxi] = concentration (mol/1) of the oxidised form of the redox pair [Red] = concentration (mol/1) of the reduced form of the redox pair n = electrochemical valency. [Pg.440]

Indication of the electrochemical valency in the names of compounds should be made only by Stock s method and the system of valency indication by terminations such as -ous, -ic, etc., should now be avoided not only in scientific but also in technical writing. [Pg.42]

We find this objection so significant that we question the advisability of recommending the Stock nomenclature without radical alteration of it. At any rate we find it objectionable that the international rules mention Stock s system as the only one allowed for indicating the electrochemical valency. [Pg.42]

Here F is the Farady constant, z the electrochemical valence, Q the feed solution flow rate, and AC the concentration difference between the feed solution and the diluate, and the current utilization. The current utilization is directly proportional to the number of cell pairs in a stack. [Pg.508]

Table 5. E.m.f. of cell reactions Ej, E2 and Es 8 in terms of A and B of Eq. (15). Electrochemical valency, (n), tempoature range and number of points used for the linear fit are indicated. Table 5. E.m.f. of cell reactions Ej, E2 and Es 8 in terms of A and B of Eq. (15). Electrochemical valency, (n), tempoature range and number of points used for the linear fit are indicated.
Equivalent conductivities A of electrolytes All, A = Am/We, are related to specific conductivities k by the relationship (Hq, electrochemical valency)... [Pg.109]

Linus Pauling, an American chemist, was the first to take a closer look at the electrical difference of bonds. He tested the differences in energies of covalent bonds. In 1939, he published The Nature of the Chemical Bond which discussed the energy levels of molecules. Pauling was recognized for his work with protein structures. His electrochemical valency theory won the Nobel Prize for Chemistry in 1954. [Pg.183]

Here z is the electrochemical valence, F is the Faraday constant, Q is the feed solution flow rate, Ac is the difference in concentration between the feed and product solution, and is the current utilization factor. The current utilization factor is always less than 100% because of losses in the stack. Because the membranes are not perfectly semipermeable, some co-ions diffuse across the membrane. Some water is also transferred across the membrane by osmotic flow. Finally, some current flows through the stack manifold and is dissipated as electrical heating. Nonetheless, electrodialysis uses significantly less energy than competitive processes such as evaporation or reverse osmosis, especially for low concentration feed solutions. [Pg.4496]

Here, k depends on the charge number of the ion. Plotting A versus yfc yields a straight line, the slope of which depends on the electrochemical valency of the electrolyte. Equation (8.16) applies only to low concentrations (c< 10 mol/L). [Pg.734]

The corrosion of Mg is thus only partly electrocheniical, and electrochemical measurements predict [31] corrosion rates, P , lower than the real corrosion rate, as determined for example by hydrogen evolution. The apparent electrochemical valence, (1 + A ), is determined by the quantity (2PJPy. For example Petty et al. [29] measured the apparent valence to be 1.5 in 150 g/L NaCl. If this was the only important effect, electrochemical measurements should always underestimate the actual corrosion rate by a constant fraction (which might depend on solution). [Pg.475]

A binary electrolyte A + Yf - when dissociated fully in a solvent will produce v+ ions of cation hf (whose electrochemical valence is Z. ) and v ions of anion Y -(whose electrochemical valence is Z ). For example, for Na2S04 in water, v+ = 2,Z+ = 1, v = 1,Z = -2 since the ions are Na and SO4 Thus Z, - s are positive for cations and negative for anions. If there is an electrical field in the solution, each species, positive and negative, will experience a force due to it according to (3.1.7). [Pg.79]


See other pages where Electrochemical valence is mentioned: [Pg.82]    [Pg.485]    [Pg.596]    [Pg.360]    [Pg.1418]    [Pg.4]    [Pg.512]    [Pg.41]    [Pg.485]    [Pg.596]    [Pg.468]    [Pg.264]    [Pg.132]    [Pg.916]    [Pg.579]    [Pg.281]   
See also in sourсe #XX -- [ Pg.79 , Pg.132 ]




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