The 66th JSAP Spring Meeting, 2019

Presentation information

Oral presentation

21 Joint Session K "Wide bandgap oxide semiconductor materials and devices" » 21.1 Joint Session K "Wide bandgap oxide semiconductor materials and devices"

[9p-S011-1~13] 21.1 Joint Session K "Wide bandgap oxide semiconductor materials and devices"

Sat. Mar 9, 2019 1:45 PM - 5:15 PM S011 (South Lecture Bldg.)

Yukiharu Uraoka(NAIST), Takayoshi Oshima(Saga Univ.)

4:00 PM - 4:15 PM

[9p-S011-9] Thermopower modulation clarification of the operating mechanism in wide bandgap BaSnO3−SrSnO3 solid-solution based thin film transistors

〇(P)ANUPKUMAR VINODRAY SANCHELA1, Mian Wei2, Hai Jun Cho1,2, Hiromichi Ohta1,2 (1.RIES-Hokkaido Univ., 2.IST-Hokkaido Univ.)

Keywords:electric field thermopower modulation, thin film transistor, effective thickness

Transparent oxide semiconductor (TOS) with large bandgap (Eg 4 eV) based thin-film transistors (TFTs) showing both high carrier mobility and UV-visible transparency has attracted increasing attention as a promising component for the next generation optoelectronics. Among TOSs, BaSnO3−SrSnO3 solid-solutions (Eg = 3.5-4.2 eV) are good candidates because the single crystal shows very high mobility. However, the TFT performance has not been optimized due to the lack of fundamental knowledge especially the effective thickness (teff) and the carrier effective mass (m*). Here we demonstrate that the electric field thermopower (S) modulation method address this problem by combining with the standard volume carrier concentration (n3D) dependence of S measurements.
Figure 1a shows the sheet carrier concentration dependences of the thermopower. The degenerate/non-degenerate threshold is located at S = −244 uV K−1. In the degenerate region, the slope of the Sn2D relationship is -198 uV K−1 decade−1 (dotted lines), indicating parabolic E-k relationship. In order to analyze the effective thickness of the TFT channel, we calculated the Sn3D relationship with varied carrier effective mass (m*) from 0.1 m0 to 1 m0 (Fig. 1b). In the degenerate region, the calculated values well reproduce the observed values (m* = 0.4 m0 for x = 0, 0.2 m0 for x = 0.5). The difference would be due to the increase of Eg and latter would be due to the enhancement of overlap population of neighboring Sn 5s orbitals.