Experimental investigation and thermodynamic assessment of phase equilibria in the GaTe-AgGa5Te8-Te system below 600 K

PHYSICS AND CHEMISTRY OF SOLID STATE(2023)

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Abstract
Equilibrium T-x space of the Ag-Ga-Te system in the GaTe-AgGa5Te8-Te part was divided below 600 K into three-phase regions Ga2Te5-AgGa5Te8-Te, Ga2Te3-AgGa5Te8-Ga2Te5 , Ga7Te10-AgGa5Te8-Ga2Te3 , Ga3Te4- AgGa5Te8-Ga7Te10 , and GaTe-AgGa5Te8-Ga3Te4 by the electromotive force (EMF) method. To accomplish accurate experimental data, the following electrochemical cells (ECs) were assembled: (-) IE | NE | SSE | R{Ag+} | PE | IE (+), where IE is the inert electrode (graphite powder), NE is the negative electrode (silver powder), SSE is the solid-state electrolyte (glassy Ag3GeS3Br), PE is the positive electrode, R{Ag+} is the region of PE that contact with SSE. At the stage of cell preparation, PE is a nonequilibrium phase mixture of the well-mixed powdered compounds Ag2Te, GaTe, Ga2Te3 , and tellurium, taken in ratios corresponding to two or three different points in each of the mentioned regions. The equilibrium set of phases was formed in the R{Ag+} region at 600 K for 48 h with the participation of the Ag+ ions. Silver cations, displaced for thermodynamic reasons from the NE to the PE of the ECs, acted as catalysts, i.e., small nucleation centers of equilibrium phases. Thus, the same electrochemical cell was used both for the synthesis of an equilibrium set of phases in the R{Ag+} region and subsequent EMF measurements. The spatial position of the established three-phase regions relative to the silver point was used to assign the overall potential-determining reactions of synthesis of the ternary AgGa5Te8 and binary Ga2Te5 , Ga7Te10 , Ga3Te4 compounds. For the first time, the values of the standard thermodynamic functions (Gibbs energies, enthalpies, and entropies) of these compounds were determined based on the temperature dependencies of the EMF of the ECs.
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Key words
Ag-containing compounds,Thermoelectric materials,Thermodynamic properties,Phase equilibria,Gibbs energy,EMF method
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