2013
DOI: 10.1016/j.matchemphys.2013.07.043
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Influence of the film thickness on structural and optical properties of CdTe thin films electrodeposited on stainless steel substrates

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Cited by 30 publications
(5 citation statements)
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“…The increase in non-zero extinction coefficient with Cu dopant further confirms the existence of the broad urbach tail. This observation is consistent with the result of Pantoja Enriquez et al, 29 where they have observed the non-zero dispersion in extinction coefficient below the band gap for the electrodeposited CdTe thin films on stainless steel substrates and it increased with the thickness of films. Besides, the increase in value of extinction coefficient with Cu content may be due to the surface roughness of the films, which in turn enhances the scattering loss thereby reducing the transmitting ability.…”
Section: Refractive Index and Extinction Coefficientsupporting
confidence: 92%
“…The increase in non-zero extinction coefficient with Cu dopant further confirms the existence of the broad urbach tail. This observation is consistent with the result of Pantoja Enriquez et al, 29 where they have observed the non-zero dispersion in extinction coefficient below the band gap for the electrodeposited CdTe thin films on stainless steel substrates and it increased with the thickness of films. Besides, the increase in value of extinction coefficient with Cu content may be due to the surface roughness of the films, which in turn enhances the scattering loss thereby reducing the transmitting ability.…”
Section: Refractive Index and Extinction Coefficientsupporting
confidence: 92%
“…In order to increase the precision of the lattice parameters values, the graphic method of consecutive approximations was used. The pole density value was calculated from the following equation: Pi=()Ii/I0normali1Ni=1N()Ii/I0normali, where I i and I 0i are the intensities of the i th diffraction peak of deposited film and etalon from the reference data, respectively, and N is the number of lines on the radiograph. The orientation factor of the films was determined by the following equation: normalf=1Nnormali=1NnormalPnormali12, The Raman spectroscopy mapping analysis (RS‐mapping) was performed at a room temperature with the Renishaw InVia90V727 Raman microscope in backscattering geometry with excitation by a near‐infrared laser ( λ = 785 nm).…”
Section: Experimental Partsupporting
confidence: 80%
“…The nonlinear optical parameters of thin films, such as third-order nonlinear susceptibility χ (3) and nonlinear refractive index n 2 , are crucial for the fabrication of several electronic and photonic devices [53,54]. The n 2 and χ (3) parameters are calculated by combining Miller's generalized rule and the parameters from the WDD single oscillator model [55][56][57] by utilizing the following formulas [58][59][60][61][62],…”
Section: Nonlinear Optical Propertiesmentioning
confidence: 99%