Abstract

A thermodynamic equilibrium model for CdTe annealed under Te vapor is established, in which possible point defects and a defect reaction existing in undoped and In-doped Te-rich CdTe crystals are taken into consideration. Independent point defects, such as VCd, Cdi, and Tei, as well as defect complexes, namely TeCd-VCd (B complex), \( {\hbox{Te}}_{\rm{Cd}}^{2 + } \)-\( {\hbox{V}}_{\rm{Cd}}^{2 - } \) (D complex), \( {\hbox{In}}_{\rm{Cd}}^{ + } \)-\( {\hbox{V}}_{\rm{Cd}}^{ - } \) (A-center) and Tei-VCd (TeCd), are discussed based on the defect chemistry theory. More specially, the mass action law and quasi-chemical equations are used to calculate defects concentration and Fermi level in undoped and doped CdTe crystals with different indium concentrations. It is found that the Fermi level is controlled by a \( {\hbox{V}}_{\rm{Cd}}^{2 - } \), TeCd, and B/D-complex in undoped crystal. The concentration of VCd drops down in an obvious manner and that of TeCd rises for doped crystal with increasing [In].

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