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Hafnium dioxide effect on the electrical properties of M/n-GaN structure
Author(s) -
Ali Sadoun,
Sedik Mansouri,
Chellali Mohammed,
N. Lakhdar,
Abdelkader Hima,
Z. Benamara
Publication year - 2020
Publication title -
materials science poland
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.257
H-Index - 32
eISSN - 2083-1331
pISSN - 2083-134X
DOI - 10.2478/msp-2020-0020
Subject(s) - materials science , schottky diode , analytical chemistry (journal) , equivalent series resistance , semiconductor , hafnium , diode , optoelectronics , voltage , chemistry , electrical engineering , metallurgy , zirconium , chromatography , engineering
In the present paper, using of SILVACO-TCAD numerical simulator for studying the enhancement in Pt/n-GaN Schottky diode current–voltage (I-V) characteristics by introduction of a layer of hafnium dioxide (HfO 2 ) (with a thickness e = 5 nm) between the Pt contact and semiconductor interface of GaN is reported. The simulation of I-V characteristics of Pt/n-GaN was done at a temperature of 300 K. However, the simulation of Pt/HfO 2 /n-GaN structure was performed in a temperature range of 270 – 390 K at steps of 30 K. The electrical parameters: barrier height (Φ b ), ideality factor and series resistance have been calculated using different methods: conventional I-V, Norde, Cheung, Chattopadhyay and Mikhelashvili. Statistical analysis showed that the metal-insulator-semiconductor (Pt/HfO 2 /n-GaN) structure has a barrier height of 0.79 eV which is higher compared with the (Pt/n-GaN) structure (0.56 eV). The parameters of modified Richardson ( ( ln ( I 0 T 2 ) - ( q 2 σ s 0 2 2 kT 2 ) = ln ( AA * ) - q ∅ B 0 kT ) (\left( {\ln \left( \rm{I}}_0}} \over {{{\rm{T}}^{\rm{2 \right) - \left( \rm{q}}^2}\sigma _{{\rm{s}}0}^2} \over {2{\rm{k}}{{\rm{T}}^2}}}} \right) = \ln \left( {{\rm{AA*}}} \right) - {{{\rm{q}}{\emptyset _{{\rm{B}}0}}} \over {{\rm{kT \right) equation versus ( 1 kT {1 \over {{\rm{kT}}}} ) have been extracted using the mentioned methods. The following values: A Simul * = 22.65   A / cm 2 ⋅ K 2 {\rm{A}}_{{\rm{Simul}}}^* = 22.65\,{\rm{A/c}}{{\rm{m}}^{\rm{2}}} \cdot {{\rm{K}}^2} , 14.29 A/cm 2 K 2 , 25.53 A/cm 2 K 2 and 21.75 A/cm 2 K 2 were found. The Chattopadhyay method occurred the best method for estimation the theoretical values of Richardson constant.

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