This work demonstrates TiO2/β-Ga2O3 metal–dielectric–semiconductor (MDS) diodes with an average breakdown field beyond the material limits of SiC and GaN. These MDS diodes have lower conduction losses and higher breakdown voltage (Vbk) than the cofabricated Schottky barrier diodes (SBDs), simultaneously improving both on- and off-state parameters that are typically in competition with each other. With further optimized field management using p-NiO guard rings (GRs), the Ni/TiO2/β-Ga2O3 MDS diodes present a path to realistically utilize the high critical field of Ga2O3 without large forward conduction losses from a high-barrier junction. MDS diodes showed a lower Von (0.8 V) than the SBDs (1.1 V) from linear extrapolation of the current density-voltage (J-V) curve. The MDS diode had higher Vbk of 1190 V (3.0 MV/cm) compared to 685 V (2.3 MV/cm) for the SBD, and the MDS diode with the p-NiO guard ring saw further improvement with Vbk of 1776 V (3.7 MV/cm) compared to 826 V (2.5 MV/cm) for GR SBD. The BFOM (Vbk2/Ron,sp) of 518 MW/cm2 for the GR HJD is competitive with other literature results. A new figure of merit that includes the impact of turn on voltage is also proposed and demonstrated in this paper, which highlights how diodes perform in a practical high-power operation. This full paper is derived from the proceeding abstract of Willams et al. [IEEE Device Research Conference, Santa Barbara, CA, 25-28 June 2023 (IEEE, New York, 2023)].

β-Ga2O3 is an ultrawide bandgap semiconductor (∼4.8 eV) with numerous merits that potentially surpass the material limits of other semiconductors for power electronic applications, namely, a high predicted critical field strength of 8 MV/cm2. Such a large theoretical critical field strength leads to a very high Baliga figure of merit (BFOM),2,3 which predicts a shorter and more highly doped drift region compared to devices with the same breakdown voltage (Vbk) on narrower bandgap materials. Thus, lower conduction losses than what many other semiconductors demonstrate can be achieved.2 The availability of melt-grown substrates further reduces the projected cost of chips and provides a promising outlook for scalability to larger substrates.4 

Currently, β-Ga2O3-based lateral devices have been extensively studied by numerous groups to understand the potential of β-Ga2O3 as the fundamental material for the next generation of power electronics.2 Vertical device architectures have also been explored to fully utilize the advantages that β-Ga2O3 can offer.1,5–26 The demand for high operating voltages over 1 kV and high current over 100 A with better form factor of overall circuits necessitates vertical device structures, as conventional lateral device structures are not ideal to achieve compact chip area utilization. In addition, vertical devices are favorable for maintaining high fields in the bulk and minimizing parasitic capacitances. This paper represents the latest results of vertical diodes from our group as part of efforts to advance the research in vertical devices.

Diodes are a fundamental application in which β-Ga2O3 can demonstrate its power handling capabilities. Researchers have implemented various means of improving the breakdown of diodes including heterogeneous integration with p-type materials6 and interface engineering with ultrathin dielectrics.27,28 However, these devices resulted in higher turn-on voltage (Von) and turn-on resistance, leading to increased conduction loss in order to achieve higher breakdown. The diode in this paper is a continuation of a novel vertical β-Ga2O3 diode that uses the high-permittivity (high-κ) dielectric TiO2 in a metal–dielectric–semiconductor (MDS) structure to reduce the turn-on voltage and improve breakdown.29 

The MDS diode in this paper utilizes an ultrathin, high-κ TiO2 layer to engineer the band diagram in the diode junction to achieve improved on and off state characteristics. Figure 1 shows the band diagram illustrations that depict the approximate effect of the TiO2 dielectric interlayer during generalized zero bias and high reverse bias conditions. TiO2 has a dielectric constant of ∼43 ε 0 and a conduction band edge that is approximately 0.3 eV lower than the conduction band edge of β-Ga2O3,30 illustrated in the band diagram near the anode junction in Fig. 1. This negative conduction band offset does not impede forward current. However, the electric field in the dielectric and semiconductor are partitioned according to the inverse of the materials’ relative permittivities. Compared to the relative permittivity of β-Ga2O3 (12.4 ε 0),31 the high relative permittivity of TiO2 results in a much lower electric field in the dielectric relative to the β-Ga2O3. A wider tunneling barrier is, thus, formed due to the presence of high κ TiO2, consequently reducing the transmission coefficient for the tunneling electrons responsible for large reverse leakage in SBDs. In addition, for a sufficiently thin dielectric layer, the MDS diode did not increase the Ron of the device.29 

FIG. 1.

Schematic of the TiO2/β-Ga2O3 band diagram at (a) zero bias and (b) high reverse bias.

FIG. 1.

Schematic of the TiO2/β-Ga2O3 band diagram at (a) zero bias and (b) high reverse bias.

Close modal

However, breakdown in β-Ga2O3 typically occurs at electric fields lower than 8 MV/cm due to electric field crowding at the contact edge and high tunneling current under large reverse bias.32 A number of methods have been proposed and studied to improve breakdown voltage through field management, such as field plates, field rings, mesa-etch edge termination, junction termination extension, etc.33 To further improve the breakdown voltage, we are reporting a novel integration of vertical heterojunction diode based on Ni/TiO2/β-Ga2O3 with p-type NiO as the guard ring (GR). Since p-type doping in β-Ga2O3 is very challenging,34 some low mobility p-type oxides have been recently integrated to create heterojunction diodes. Among those, p-type NiO demonstrates considerable improvement in device integration and performance.6 By using p-type NiO as the guard ring (GR) to the anode edge, the high electric field crowding at this region is alleviated and Vbk is increased.

Figure 2 illustrates the vertical β-Ga2O3 diodes that were fabricated in parallel on sister samples for this study. Those devices are SBD, TiO2 MDS, SBD with GR (GR SBD), and MDS with GR (GR MDS). The β-Ga2O3 drift region grown by halide vapor phase epitaxy (HVPE) on a heavily Sn-doped (001) substrate was obtained from Novel Crystal Technology, Inc. (NCT). The manufacturer supplied a map of nine epitaxial thickness measurements across the substrate and reported 8.5-μm-thick epitaxy at the location used to fabricate these devices. The manufacturer also reports a nominal carrier concentration of 4.3 × 1018 cm−3 and a thickness of 623 μm for the substrate. A back-side cathode ohmic contact was formed by evaporated Ti/Au (20/380 nm) followed by 470 °C rapid thermal annealing for 1 min in nitrogen ambient. The sample was submerged in 100% reacted piranha etchant at room temperature for 90 s to clean the surface of the anode side before further deposition. Devices with 100-nm-thick NiO GR were fabricated by radio frequency (RF) sputtering the NiO at room temperature and lithographically patterned with lift-off. The target was 99.99% NiO ceramics with a 3 in. diameter, and the growth pressure was maintained at 7.4 mTorr in an Ar/O2 mixed ambient with 20% O2. RF power was fixed at 150 W/cm2. The NiO growth rate was approximately 10.6 Å/min, and no postdeposition treatment was used. The hole concentration and mobility of the p-NiO were 1.1 × 1019 cm−3 and ∼0.26 cm2/V s measured by Hall measurement performed on a Al2O3 witness sample that received the same deposition as the Ga2O3 devices. DC Hall measurements were performed at room temperature using a Nanometrics HL 5550 instrument with a magnetic field strength of 0.49 T. AC Hall measurement was also used to verify the p-type and the mobility. AC Hall measurements were performed at room temperature at 100 MHz using a Lakeshore 8407 instrument with a magnetic field intensity of 1.2 T. Once the GR was created, a thin TiO2 layer (42 Å) was deposited on the MDS sample by atomic layer deposition (ALD) at 250 °C with O2 plasma source. The thickness of the TiO2 was measured on a silicon witness sample using thin-film ellipsometry. The TiO2 was then etched back using CF4 plasma in reactive ion etch (RIE) to define the anode contact pattern for the GR MDS and the TiO2 MDS. The Ni/Au (20/300 nm) anode was deposited via electron beam evaporation and patterned using a liftoff process for all devices. Devices were isolated through mesa etch using Ar/BCl3 gases in inductively couple plasma (ICP) etcher to provide edge termination and isolation to all SBDs and MDS diodes. The devices have circular contacts (D = 100 μm) with an additional 5 μm GR.

FIG. 2.

Top-down optical microscope photographs and cross section schematics of the (a) SBD, (b) TiO2 MDS, (c) GR SBD, and (d) GR MDS β-Ga2O3 vertical diodes. Reprinted with permission from Williams et al., IEEE 2023 Device Research Conference (DRC), Santa Barbara, CA, 25-28 June 2023 (IEEE, New York, 2023), pp. 1–2. Copyright 2023 IEEE.

FIG. 2.

Top-down optical microscope photographs and cross section schematics of the (a) SBD, (b) TiO2 MDS, (c) GR SBD, and (d) GR MDS β-Ga2O3 vertical diodes. Reprinted with permission from Williams et al., IEEE 2023 Device Research Conference (DRC), Santa Barbara, CA, 25-28 June 2023 (IEEE, New York, 2023), pp. 1–2. Copyright 2023 IEEE.

Close modal

All SBD and MDS diodes were fabricated from the same wafer as highlighted above for evaluation. Current density-voltage (J-V) and capacitance-voltage (C-V) characteristics (1 MHz) were measured using an Agilent B1505A. Reverse J-V was measured with the sample submerged in Fluorinert FC-77 liquid dielectric, also using an Agilent B1505A.

Understanding the doping concentration of the material is important in diode studies to understand the electric field at breakdown. Figure 3 shows the C-V and 1/C2-V plots of an SBD measured at 1 MHz. The depth profile of ND-NA in the drift layer was also extracted from the slope of 1/C2 in C-V measurements.35 The average net donor concentration of the HVPE epilayer was extracted as 2.6 × 1016 cm−3 from the slope of 1/C2. The Schottky barrier height (SBH) extracted from the C-V measurement was 1.2 eV.

FIG. 3.

(a) C-V and 1/C2-V characteristics measured at 1 MHz and (b) the extracted depth profile of carrier concnetration in the β-Ga2O3 HVPE layer. Reprinted with permission from Williams et al., IEEE 2023 Device Research Conference (DRC), Santa Barbara, CA, 25-28 June 2023 (IEEE, New York, 2023), pp. 1–2. Copyright 2023 IEEE.

FIG. 3.

(a) C-V and 1/C2-V characteristics measured at 1 MHz and (b) the extracted depth profile of carrier concnetration in the β-Ga2O3 HVPE layer. Reprinted with permission from Williams et al., IEEE 2023 Device Research Conference (DRC), Santa Barbara, CA, 25-28 June 2023 (IEEE, New York, 2023), pp. 1–2. Copyright 2023 IEEE.

Close modal
Figure 4 demonstrates the forward-bias J-V characteristics of all diode types measured at room temperature. Both SBD and GR SBD have similar Von at 1.1 V. Both MDS and GR MDS also have similar turn on voltage at 0.8 V. Just as described in the literature,36 thermionic emission (TE) seems to characterize the forward transport mechanism in SBD and TiO2 MDS as seen by the clear exponential J-V region with low ideality factor ( η) near unity. The TE model that is used to analyze the J-V characteristics is expressed as
(1)
where A = 120 ( m e m 0 ) A/cm2/K2 is the Richardson constant, m0 is the free electron mass, m e = 0.34 m 0 is the effective electron mass,17 q is the electron charge, k is the Boltzmann constant, V is the applied bias voltage, η is the ideality factor, ϕB is the barrier height, and T is the absolute temperature. Thus, the barrier height can be derived as
(2)
and the ideality factor, η, can be found by
(3)
From fitting the exponential region of the J-V plots at different temperatures,1 the barrier height extracted for SBDs is 1.2 eV and for MDS diodes is 0.6 eV. The ideality factor for SBDs is 1.09 and for MDS diodes is 1.04. The slightly lower ideality factor in MDS devices indicates that the electrical field alteration by TiO2 has very little impact on J-V characteristics and the band alignment of the junctions varies to allow lower Von, just as in the prior report.29 Ron,sp was calculated by fitting the linear J-V curve. The minimum values of Ron,sp for all diodes are 7.5 mΩ cm2 (SBD), 5.2 mΩ cm2 (GR SBD), 6.8 mΩ cm2 (TiO2 MDS), and 6.1 mΩ cm2 (GR MDS). The variation between SBDs could be related to the different edge termination techniques (mesa etch and p-NiO GR) and other sources of variability. The variation between HJDs is small and likely due to doping and/or thickness nonuniformity in the drift layer. At higher forward bias, it is also observed that MDS diodes have slightly higher Ron,sp than SBDs, which could indicate scattering effects under high injection.
FIG. 4.

(a) Linear and (b) semilogarithmic plots of forward J-V characteristics of four diodes with turn on voltages and ideality factors labeled. Reprinted with permission from Williams et al., IEEE 2023 Device Research Conference (DRC), Santa Barbara, CA, 25-28 June 2023 (IEEE, New York, 2023), pp. 1–2. Copyright 2023 IEEE.

FIG. 4.

(a) Linear and (b) semilogarithmic plots of forward J-V characteristics of four diodes with turn on voltages and ideality factors labeled. Reprinted with permission from Williams et al., IEEE 2023 Device Research Conference (DRC), Santa Barbara, CA, 25-28 June 2023 (IEEE, New York, 2023), pp. 1–2. Copyright 2023 IEEE.

Close modal
The reverse-bias J-V and breakdown characteristics in Fig. 5 were measured with the samples submerged in Florinert using an Agilent B1505A Power Device Analyzer. The breakdown voltages are 685 V for SBD, 826 V for GR SBD, 1190 V for MDS, and 1776 V for GR MDS. To determine the value of the average surface electric field (Esurf) at breakdown correctly, the punch-through status of the device epitaxy is determined first by comparing the epi thickness with the calculation of 2 ε q N D V bk. If the epitaxial layer thickness is larger than the result, the critical electric field is analyzed as considering a nonpunch-through situation. The corresponding value of Esurf is defined as37,
(4)
(5)
where ɛ is the permittivity of β-Ga2O3, q is the electron charge, Nd is the drift layer carrier concentration, Vbk is the breakdown voltage, and tepi is the epilayer thickness. Therefore, the achieved critical electric field values are 2.3 MV/cm for SBD, 2.5 MV/cm for GR SBD, 3.0 MV/cm for TiO2 MDS, and 3.7 MV/cm for GR MDS in which GR MDS exhibited punch-through in the epilayer. This once again shows the improvement from the TiO2 interlayer in reverse breakdown compared to a regular SBD.34 The Esurf calculations do rely on the manufacturer-reported epitaxial thickness. For the SBD, GR SBD, and MDS devices, which are assessed as operating in a nonpunch-through condition, a thicker epilayer would not alter the results, while a thinner epilayer may yield a higher Esurf at the measured Vbk if these devices are in a punch-through condition at breakdown. The Esurf of the GR MDS device would also be higher if the epi was thinner and would reduce slightly if the epi was thicker and the breakdown occurs in a nonpunch-through condition. For all designs, the presence of the p-NiO guard ring significantly improved the breakdown voltage. Here, p-NiO serves as the edge termination underneath the extended region of the device. Further study on NiO’s capability for field management will be a fruitful subject for continued research. Unlike the usual breakdown location of the anode edge due to field crowding,33 the breakdown locations appear to be where the probe is (center) and edge. This indicates that the breakdown could be at least partially due to thermoelectric failure rather than electric field limits of the materials. Further reduction of leakage current would then increase Vbk further. The leakage currents on all diodes are somewhat high compared to the achieved SBD and TiO2 MDS in previous report8 by authors. This could be process related since all diodes were fabricated in parallel from the same wafer for comparison. Specifically, the TiO2 etch pattern and the NiO isolation pattern could be optimized if only fabricating one device type to reduce etching-related damage near the anode contact edges on the SBD and MDS designs. With optimized processes, diode performance and yield could be improved. Higher device yield would enable statistically significant studies on a larger number of high-performance devices, which will be essential to establish the repeatability and adoptability of these results and design improvements.
FIG. 5.

Reverse bias J-V and breakdown on all diodes, with an optical photograph of catastrophic breakdown in a GR SBD device inset. Reprinted with permission from Williams et al., IEEE 2023 Device Research Conference (DRC), Santa Barbara, CA, 25-28 June 2023 (IEEE, New York, 2023), pp. 1–2. Copyright 2023 IEEE.

FIG. 5.

Reverse bias J-V and breakdown on all diodes, with an optical photograph of catastrophic breakdown in a GR SBD device inset. Reprinted with permission from Williams et al., IEEE 2023 Device Research Conference (DRC), Santa Barbara, CA, 25-28 June 2023 (IEEE, New York, 2023), pp. 1–2. Copyright 2023 IEEE.

Close modal

Among all four diodes, result for the TiO2 MDS with GR yields 514 MW/cm2 in Baliga’s power figure of merit (BFOM), exceeding the previous, unterminated MDS diode on β-Ga2O3 by our group.29  Figure 6 shows BFOM benchmarking plot of all diodes presented in this work with literature.6–26 However, MDS diodes in this paper have demonstrated low Von. To understand the important contribution of improved Von to conduction losses, an effective Ron,sp is calculated from the ratio of VF/JF at the forward power density of 100 W/cm2. With lower Von, a diode can reach a higher current density at lower voltage under this power limit. The diodes in this study are benchmarked for a power dissipation of 100 W/cm2 with minimum possible effective Ron,sp along with their Vbk in Fig. 7. At higher power density levels, the losses from Ron,sp will dominate compared to the Von losses, and the material limits will more closely resemble the traditional BFOM values. The 100 W/cm2 power density is considered as a potential benchmark for industrial applications and to highlight the operating regime where Von has a significant impact on effective resistance. We use β-Ga2O3 and SiC with the same Von as the diodes in this paper to illustrate the theoretical limits of device operation. In Fig. 7, solid lines represent β-Ga2O3 devices and dashed lines represent 4H-SiC devices. Between SBD and TiO2 MDS, TiO2 MDS marks itself with low Von and high Vbk. The GR MDS diode (Von = 0.8 V) exceeds the limits of β-Ga2O3 with a Von of 1.1 V and 4H-SiC with a Von of 0.8 V under this power limit. While TiO2 MDS consistently exhibits low Von, continued advances in field management integration with TiO2 MDS will be important to push the device performance toward these limits by achieving higher breakdown.

FIG. 6.

BFOM plot benchmarking the present Ron,sp and Vbk results against state-of-the-art β-Ga2O3 in literature.

FIG. 6.

BFOM plot benchmarking the present Ron,sp and Vbk results against state-of-the-art β-Ga2O3 in literature.

Close modal
FIG. 7.

Effective Ron,sp of diodes under a power limit of 100 W/cm2 and theoretical lines for 4H-SiC and β-Ga2O3 derived from material properties.

FIG. 7.

Effective Ron,sp of diodes under a power limit of 100 W/cm2 and theoretical lines for 4H-SiC and β-Ga2O3 derived from material properties.

Close modal

This work demonstrates the continuous improvement of vertical TiO2 MDS β-Ga2O3 diodes with the field management technique by incorporating p-NiO junction termination extension. Forward J-V characteristics confirm the lower turn on voltage from TiO2 MDS versus a regular SBD, which contributes to a 30% lower effective Ron,sp at a power density limit of 100 W/cm2 in the TiO2 MDS than a regular SBD. Reverse J-V characteristics reveal that with p-NiO as the guard ring to reduce the field crowding around the anode, the breakdown voltage can improve across all devices. The breakdown voltage of 1776V (3.7 MV/cm) was recorded for the GR MDS versus only 826 V (2.5 MV/cm) for the GR SBD. Such improvement has placed the diodes in advantageous positions in practical power operations, while demonstrating the importance of field management research in devices based on ultrawide bandgap materials for power electronics. Additionally, the 5 μm GR length presented here was not thoroughly optimized and selected from an initial experiment based on prior work from literature. Optimizing the GR length with electric field simulation offers a path to maximize the field management benefits we demonstrate. The proposed benchmark provides a new way to assess power devices practically. By considering the specific requirement of the application, we could evaluate devices accordingly to make the best selection. Among all diodes presented in this paper, the TiO2 MDS with guard ring possesses the best opportunity to deliver optimal performance. It surpasses the limit of 4H-SiC devices and approaches the theoretical limit of β-Ga2O3 when accounting for Von and a power density limit of 100 W/cm2. This work provides a starting point for researchers to realize the true benefits of β-Ga2O3 in practical applications.

The authors would like to acknowledge Kevin Leedy, Andrew Browning, and Jason Edwards for expert operation and assistance with the AFRL Sensors Directorate cleanroom equipment and Timothy Cooper and Stefan Nikodemski for assistance with Hall measurements.

The authors have no conflicts to disclose.

Jeremiah Williams: Conceptualization (equal); Data curation (equal); Formal analysis (equal); Investigation (equal); Methodology (equal); Project administration (equal); Visualization (equal); Writing – original draft (equal); Writing – review & editing (equal). Weisong Wang: Conceptualization (equal); Investigation (equal); Writing – original draft (equal); Writing – review & editing (equal). Nolan S. Hendricks: Conceptualization (lead); Data curation (equal); Formal analysis (equal); Investigation (equal); Methodology (equal); Project administration (equal); Writing – review & editing (equal). Aaron Adams: Investigation (supporting). Joshua Piel: Investigation (supporting); Writing – review & editing (supporting). Daniel M. Dryden: Validation (supporting); Writing – review & editing (equal). Kyle Liddy: Investigation (supporting); Methodology (supporting); Resources (supporting). Nicholas Sepelak: Investigation (supporting); Resources (supporting). Bradley Morell: Investigation (supporting). Ahmad Islam: Funding acquisition (equal); Project administration (lead); Supervision (equal); Validation (supporting); Writing – review & editing (supporting). Andrew Green: Funding acquisition (equal); Project administration (equal); Resources (equal); Supervision (equal); Writing – review & editing (supporting).

The data that support the findings of this study are available from the corresponding author upon reasonable request.

1.
J.
Willams
et al, IEEE Device Research Conference, Santa Barbara, CA, 25-28 June 2023 (
IEEE
,
New York
,
2023
).
2.
K. D.
Chabak
et al,
Semicond. Sci. Technol.
35
,
013002
(
2020
).
3.
Y.
Zhang
and
J. S.
Speck
,
Semicond. Sci. Technol.
35
,
125018
(
2020
).
4.
A.
Kuramata
,
K.
Koshi
,
S.
Watanabe
, and
Y.
Yamaoka
, “
Floating zone method, edge-defined film-Fed growth method, and wafer manufacturing
,” in
Gallium Oxide
, edited by
M.
Higashiwaki
and
S.
Fujita
, Springer Series in Materials Science (
Springer
,
Cham
,
2020
), Vol. 293.
5.
M. H.
Wong
and
M.
Higashiwaki
,
IEEE Electron Devices
67
,
3925
(
2020
).
7.
F.
Zhou
et al,
IEEE Power Electronics
37
,
1223
(
2022
).
8.
X.
Lu
,
X.
Zhou
,
H.
Jiang
,
K. W.
Ng
,
Z.
Chen
,
Y.
Pei
,
K. M.
Lau
, and
G.
Wang
,
IEEE Electron Device Lett.
41
,
449
(
2020
).
9.
J.
Yang
,
S.
Ahn
,
F.
Ren
,
S. J.
Pearton
,
S.
Jang
, and
A.
Kuramata
,
IEEE Electron Device Lett.
38
,
906
(
2017
).
10.
C.-H.
Lin
et al,
IEEE Electron Device Lett.
40
,
1487
(
2019
).
11.
H.
Gong
et al,
IEEE Power Elect.
36
,
12213
(
2021
).
12.
W.
Hao
et al,
Appl. Phys. Lett.
118
,
043501
(
2021
).
13.
B.
Wang
,
M.
Xiao
,
J.
Spencer
,
Y.
Qin
,
K.
Sasaki
,
M. J.
Tadjer
, and
Y.
Zhang
,
IEEE Electron Device Lett.
44
,
221
(
2023
).
14.
P.
Dong
,
J.
Zhang
,
Q.
Yan
,
Z.
Liu
,
P.
Ma
,
H.
Zhou
, and
Y.
Hao
,
IEEE Electron Device Lett.
43
,
765
(
2022
).
15.
J.
Yang
,
F.
Ren
,
M.
Tadjer
,
S. J.
Pearton
, and
A.
Kuramata
,
ECS J. Solid State Sci. Technol.
7
,
Q92
(
2018
).
16.
W.
Li
et al,
Appl. Phys. Lett.
113
,
202101
(
2018
).
17.
S.
Roy
,
A.
Bhattacharyya
,
P.
Ranga
,
H.
Splawn
,
J.
Leach
, and
S.
Krishnamoorthy
,
IEEE Electron Device Lett.
42
,
1140
(
2021
).
18.
S.
Dhara
,
N. K.
Kalarickal
,
A.
Dheenan
,
C.
Joishi
, and
S.
Rajan
,
Appl. Phys. Lett.
121
,
203501
(
2022
).
19.
Q.
He
et al,
IEEE Electron Device Lett.
43
,
264
(
2022
).
20.
F.
Otsuka
,
H.
Miyamoto
,
A.
Takatsuka
,
S.
Kunori
,
K.
Sasaki
, and
A.
Kuramata
,
Appl. Phys. Express
15
,
016501
(
2022
).
21.
S.
Dhara
,
N. K.
Kalarickal
,
A.
Dheenan
,
S. I.
Rahman
,
C.
Joishi
, and
S.
Rajan
,
Appl. Phys. Lett.
123
,
023503
(
2023
).
22.
S.
Kumar
,
H.
Murakami
,
Y.
Kumagai
, and
M.
Higashiwaki
,
Appl. Phys. Express
15
,
054001
(
2022
).
23.
W.
Hao
et al,
IEEE Electron Devices
70
,
2129
(
2023
).
24.
M.
Xiao
et al,
Appl. Phys. Lett.
122
,
183501
(
2023
).
25.
H.
Wang
et al,
IEEE Power Electronics
37
,
3743
(
2022
).
26.
J.-S.
Li
,
C.-C.
Chiang
,
X.
Xia
,
H.-H.
Wan
,
F.
Ren
, and
S. J.
Pearton
,
J. Vacuum Sci. Technol. A
41
,
030401
(
2023
).
27.
M.
Labed
et al,
Surf. Interface
33
,
102267
(
2022
).
28.
A.
Bhattacharyya
,
P.
Ranga
,
M.
Saleh
,
S.
Roy
,
M.
Scarpulla
,
K.
Lynn
, and
S.
Krishnamoorthy
,
IEEE J. Electron Devices Soc.
8
,
286
(
2020
).
29.
N. S.
Hendricks
et al,
Appl. Phys. Express
16
,
071002
(
2023
).
30.
Z.
Hu
et al,
IEEE Electron Devices
67
,
5628
(
2020
).
31.
A.
Fiedler
et al,
ECS J. Solid State Sci. Technol.
8
,
Q3083
(
2019
).
32.
W.
Li
,
K.
Nomoto
,
Z.
Hu
,
D.
Jena
, and
H.
Xing
,
IEEE Electron Devices
67
,
3938
(
2020
).
33.
B. J.
Baliga
,
Fundamentals of Power Semiconductor Devices
(
Springer
,
New York
,
2019
).
34.
H.
Peelaers
,
J. L.
Lyons
,
J. B.
Varley
, and
C. G.
Van de Walle
,
APL Mater.
7
,
022519
(
2019
).
35.
D. K.
Schroder
,
Semiconductor Material and Device Characterization
(
John Wiley & Sons
,
Hoboken, NJ
,
2006
).
36.
N. S.
Hendricks
,
A. E.
Islam
,
E. A.
Sowers
,
J.
Williams
,
D. M.
Dryden
,
K. J.
Liddy
,
W.
Wang
,
J. S.
Speck
, and
A. J.
Green
,
J. Appl. Phys.
135
, 095705 (
2024
).
37.
O.
Slobodyan
,
J.
Flicker
,
J.
Dickerson
,
J.
Shoemaker
,
A.
Binder
,
T.
Smith
,
S.
Goodnick
,
R.
Kaplar
, and
M.
Hollis
,
J. Mater. Res.
37
,
849
(
2022
).