1996
DOI: 10.1149/1.1837234
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Application of Nonequilibrium Thermodynamics to the Electrode Surfaces of Aluminum Electrolysis Cells

Abstract: A new method for modeling electrode surfaces, applied to aluminum electrolysis, is presented. The method uses nonequilibrium thermodynamics for surfaces and describes the fluxes, the overpotential, and the dissipated energy at the surfaces in a new way. Examples are given for the interface anode-and cathode-bath to show how the model may be used to predict surface properties based on observed phenomena and the total energy dissipated in the cell. The method predicts apparent discontinuities at the surfaces in … Show more

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Cited by 5 publications
(4 citation statements)
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“…Absence of thermodynamic border has important consequences to the behavior of the whole system. The reduction of size leads to the other script, where the input in the system of energy is absent in thermodynamic border, for example, in the surface energy [26][27][28][29]. This makes impossible the usual thermodynamic approach.…”
Section: Nonequilibrium Thermodynamics 41 Thermodynamics Of Small-sca...mentioning
confidence: 99%
“…Absence of thermodynamic border has important consequences to the behavior of the whole system. The reduction of size leads to the other script, where the input in the system of energy is absent in thermodynamic border, for example, in the surface energy [26][27][28][29]. This makes impossible the usual thermodynamic approach.…”
Section: Nonequilibrium Thermodynamics 41 Thermodynamics Of Small-sca...mentioning
confidence: 99%
“…Then, knowing the scalar fields for each time step (oxygen concentration and electrical potential) and their gradients together with Equations and the source terms of energy dissipation rate can be evaluated. According to , the specific energy dissipation rate in the corrosion cell is composed of the energy dissipation rate due to oxygen diffusion, ohmic losses and anodic and cathodic polarization: trueQ˙=trueQ˙diff+trueQ˙ohm+trueQ˙polar,a+trueQ˙polar,c …”
Section: Governing Equationmentioning
confidence: 99%
“…The third and the fourth terms in Equation , relating the rate of energy dissipation due to the polarization of the anode and cathode, can be written, using Equations and , as : trueQ˙polar,a=inaηa=βa2.3inalntrue(inai0atrue) trueQ˙polar,c=incηc=βc2.3inclntrue(inci0cCobCotrue) where ina and inc are the normal component of the electric current density at the anode and cathode surface, respectively.…”
Section: Governing Equationmentioning
confidence: 99%
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