2009
DOI: 10.1088/0022-3727/42/16/165413
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Characterization of AgGa0.5In0.5Se2thin films deposited by electron-beam technique

Abstract: AgGa0.5In0.5Se2 thin films were deposited onto a quartz substrate by the electron-beam technique. For the investigation of the annealing effect on structural, optical and electrical properties of deposited films, samples were annealed in the temperature range 300–775 °C. The composition analyses of the deposited films carried out by energy dispersive x-ray analysis measurements have shown that the deposited AgGa0.5In0.5Se2 films were indium- and gallium-rich but selenium- and slightly silver-deficient and ther… Show more

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Cited by 25 publications
(12 citation statements)
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“…Therefore, it is clear from the conductivity measurements that higher annealing Consequently, only for as-grown CAIS film, the variation of conductivity as a function of temperature showed a distinct semiconductor characteristic, and the observed different linear regions in this variation can be taken as the indication of existence of different conduction mechanism dominating in different temperature regions with different activation energies [26]. Since the deposited films were not intentionally doped, the variation in the conductivity mechanism was possibly due to the intrinsic defects [27]. There were three distinct slopes in the different temperature regimes: 100-230, 240-295, and 310-400 K. Therefore, it is possible to determine the dominant conduction mechanisms for these three distinct temperature regions by applying all possible conductivity mechanism models, calculating the slope of the conductivity versus temperature plot in the straight line region, and determining the maximum correlation coefficient (R 2 ) of the best fit [28,29].…”
Section: Resultsmentioning
confidence: 98%
“…Therefore, it is clear from the conductivity measurements that higher annealing Consequently, only for as-grown CAIS film, the variation of conductivity as a function of temperature showed a distinct semiconductor characteristic, and the observed different linear regions in this variation can be taken as the indication of existence of different conduction mechanism dominating in different temperature regions with different activation energies [26]. Since the deposited films were not intentionally doped, the variation in the conductivity mechanism was possibly due to the intrinsic defects [27]. There were three distinct slopes in the different temperature regimes: 100-230, 240-295, and 310-400 K. Therefore, it is possible to determine the dominant conduction mechanisms for these three distinct temperature regions by applying all possible conductivity mechanism models, calculating the slope of the conductivity versus temperature plot in the straight line region, and determining the maximum correlation coefficient (R 2 ) of the best fit [28,29].…”
Section: Resultsmentioning
confidence: 98%
“…Following the fabrication of Si NWs , a p-type AGIS thin film was deposited on Si NWs to construct a p-n heterojunction solar cell. Deposition process of AgGa 0.5 In 0.5 Se 2 (AGIS) thin film by electron-beam (e-beam) technique has been reported elsewhere [1]. Indium (In) metallic top contacts to AGIS thin film layer were made by thermal evaporation using copper shadow masks.…”
Section: Methodsmentioning
confidence: 99%
“…In particular, chalcopyrite (I-III-VI 2 ) compound are promising candidates for the realization of highly-efficient solar cells based on the p-n heterojunction with II-VI semiconductors, which has similar crystal structure contributing to reduce the lattice miss-match in the structure. Cu-III-VI 2 and Ag-III-VI 2 compounds are wellknown groups of chalcopyrites which have considerably high absorption coefficient (10 5 cm -1 ) and optimum band gap energy, well matched to the optimum part of solar spectrum [1].…”
Section: Introductionmentioning
confidence: 99%
“…Fig.3 shows the transmission spectra of the ZnS films deposited at different duty cycles. The spectra exhibit interference fringes and the value of the refractive index was estimated by the envelope method [18] as follows: n = [N + (N 2 -n s 2 )] 2 ………………………(3) N = (n s 2 + 1)/2 + 2 n s (T max -T min )/ T max T min …………………..(4) where n s is the refractive index of the substrate, T max and T min are the maximum and minimum transmittances at the same wavelength in the fitted envelope curve on a transmittance spectrum. The value of the refractive index at 450 nm, calculated from the above equations was in the range of 4.30 -3.00 for the samples deposited at different duty cycle.…”
Section: IIImentioning
confidence: 99%