Part V: Standard electrode potential of Li+/Li & Nernst equation
♦ Standard electrode potential of Li+/Li
In redox reactions in aqueous solution where both the oxidation and reduction states are stable, it is possible to measure the potential directly using a hydrogen electrode, but this is not possible for unstable substances. For example, if we want to measure the potential of Li+/Li, lithium metal is unstable in water because it dissolves rapidly as it generates hydrogen, and even if it were stable, it would be impossible to measure it because a solvent decomposition reaction would occur first. This is where thermodynamic relationships come into play: the free energy of solution I can be determined by Latimer's method based on measurements of the free energy of solution I. The free energy of solution I can be determined by Latimer's method based on measurements of the free energy of solution I.
Based on free energy measurements of dissolution, Latimer calculated a standard electrode potential of -3.045 V for Li+/Li [5].
Fig. 6 Schematic diagram of the device used to measure the electric potential of the Li amalgam electrode [6].
The amalgam passes from the reservoir in A through a capillary tube into the electrolyte (aqueous KOH solution), which serves as the working electrode (E). B is a calomel electrode, and I is filled with a solution of potassium chloride.
♦ Nernst equation
We can represent an arbitrary reduction half-reaction by such a general formula (Eq. 30), which is expressed as Eq. 31 in terms of the Nernst reaction formula.
According to the electric potential E = 0 when the reaction reaches equilibrium and the expression of the reaction equilibrium constant K in Eq. 32, Eq. 31 can be rewritten as Eq. 33, and after shifting the terms, we can get Eq. 34 such a relationship.
(32)
(34)
Reference
[4] Encyclopedia of electrochemistry of the elements (Ed. A. J. Bard), Vols. 1 - 14, Marcel Dekker, New York (1973 - 1986)
[5] G. N. Lewis and F. G. Keyes, J. Am. Chem. Soc., 35, 340, (1913)
[6] G. N. Lewis and F. G. Keyes, J. Am. Chem. Soc.,354, 119, (1912)

