Abstract

In order to follow the variation of point defect interactions in relatively concentrated solutions we have studied the electrical conductivity of cuprous oxide in the range of temperature 650–1100°C and for oxygen partial pressures greater than 10 −6 atm. The P 1 π O 2 dependence of the conductivity varied non linearly from about n = 8 for P o 2 close to 10 −6 atm. to lower values of n with increasing oxygen partial pressure. The activation enthalpy of conductivity determined in these ranges of temperature and oxygen partial pressure has been found to be also a function of temperature and varied between 12 and 17 kcal mol −1. The interpretation of these results has permitted us to show that the departure from linearity of the plots of log σ = ƒ(log P 0 2 ) or log σ = ƒ( l T ) excludes the existence of an ideal solution of ionized and non-ionized copper vacancies as was proposed previously in the literature. To explain these results it is possible to take into account a partially disordered distribution of these defects. It is shown that the increase of interactions and consequently the variation of the electrical conductivity as a function of the thermodynamic parameters, may be simulated by an ideal solution including new charged species of the type ( V' Cu V x Cu).

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