1. Elucidation of Inhomogeneous Heterojunction Performance of Al/Cu5FeS4 Schottky Diode With a Gaussian Distribution of Barrier Heights
- Author
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Animesh Biswas, Rajkumar Jana, Dhananjoy Das, Sayantan Sil, Joydeep Datta, Dirtha Sanyal, Partha Pratim Ray, and Arka Dey
- Subjects
010302 applied physics ,Physics ,Condensed matter physics ,Gaussian ,Richardson constant ,Schottky diode ,Thermionic emission ,Heterojunction ,Atmospheric temperature range ,01 natural sciences ,Electronic, Optical and Magnetic Materials ,symbols.namesake ,Distribution (mathematics) ,0103 physical sciences ,symbols ,Electrical and Electronic Engineering ,Diode - Abstract
Here, we analyze inhomogeneities in the barrier height (BH) of Al/Cu5FeS4 Schottky device from the electrical ( ${I}$ – ${V}$ ) measurements with a temperature range between 303 and 408 K. The temperature-dependent performance of our fabricated device is analyzed by using the thermionic emission (TE) theory. Some important diode parameters like BH ( $\Phi _{\text {bo}}$ ), ideality factor ( $\eta $ ), and series resistance ( ${R}_{S}$ ) are evaluated from the forward current–voltage characteristic curves. The calculated $\eta $ and ${R}_{S}$ of the Schottky barrier diode (SBD) decrease, whereas the $\Phi _{\text {bo}}$ of the device increases with the increase in temperature. The value of Richardson constant (A*) for our material is obtained as $1.94\times $ 10−4 A cm−2 K−2 in the temperature range 303–408 K, which is found as much lesser than the theoretical value of 29.90 A cm−2 K−2. The discrepancy of A* from the theoretical value has been well explained by TE theory with the assumption of Gaussian distribution (GD) of BHs due to the existence of BH inhomogeneities at metal semiconductor (MS) junction. The obtained values of the mean BH $\overline {\Phi _{\text {bo}}}$ and the standard deviation $\sigma _{s}$ are 1.026 eV and 173 mV in the corresponding temperature range. The mean BH (1.199 eV) and Richardson constant (29.73 Acm−2K−2) are determined from the modified Richardson plot depending on the inhomogeneity of BHs. Apparent BH consists of mean BH ( $\overline {\Phi _{\text {bo}}}$ ) and standard deviation ( $\sigma _{\text {s}}$ ). The $\sigma _{\text {s}}$ contributes significantly to the modification of Richardson constant and mean BH. The calculated value of the modified Richardson constant is in close agreement with the theoretical value. From ${C}$ – ${V}$ measurements built-in voltage and effective BH of this structure were calculated as a function of frequency.
- Published
- 2020
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