Wagner 1 based a theory for the formation of coherent oxide (and other tarnish) layers on metals on the hypothesis that particle transport through the layer occurs by the separate diffusion of ions and electrons by lattice-defect mechanisms, the driving force being the electrochemical potential gradient in the layer. The formation rate was considered to be limited by either ions or electrons, depending upon which had the smaller partial conductivity since equal magnitude charge currents were assumed. This model has been verified for a number of tarnishing processes, 1 one example apparently being very thick copper-oxide films (1.25 xl0~2 cm) formed during the high-temperature oxidation of copper. 2 Equal charge concentra-p. 109. 10 G. Dolling and R. A. Cowley, Proc. Phys. Soc. (London) ^8, 463 (1966); G. Dolling, private communication. u The Ge frequency-distribution function given in Ref. 10 is for 90°K. Following a suggestion of Dolling (private communication) based on the work of B. N. Brockhouse and B. A. Dasannacharya [Solid State Commun. 1. , 205 (1963)], the distribution at 300°K was obtained from the one at 90°K by multiplying all vibrational frequencies by 0.983. 12