A. Device Performance Comparison with Difference Control Gate Voltage
In Fig. 4(a) and (b), the electron concentration diagram is displayed when VMG = 0V, revealing a comparatively dense electron concentration in the drain region, as the semiconductor itself is P-type doped. The use of a suitable metal in the drain region allows the structure to become P++-N+. The simulation design parameters utilized in this study are presented in Table I. It is important to note that there should be no gap between the source and control gate, nor between the drain and control gate, to achieve low leakage current and high ON-state current (ION).
For low-power applications, the device is designed for low voltage with VDS set to 0.2V, and the control gate voltage is set below 0.6V or above -0.6V. In Figure 5(a)(b), the performance of the device with different control gate voltages is shown, and it is evident that increasing the control gate bias improves the ION/IOFF ratio. The average subthreshold swing (SSAVG) and minimum subthreshold swing (SSMIN) are between 25 mV/dec to 32 mV/dec and 7 mV/dec to 15 mV/dec, respectively, when the control gate bias is between – 0.6V and 0.6V. When the control gate bias is at 0.2V, the ION is 4.96 × 10-6 A/μm, and the ION/IOFF ratio is 1.1 × 108 A/μm. The average subthreshold swing (SSAVG) is 31.5 mV/dec, and the minimum subthreshold swing (SSMIN) is 12 mV/dec. When comparing the results with and without a control gate structure, we observe that although the average subthreshold swing (SS) of the control gate increases slightly, a higher on-current and lower leakage current can be achieved, resulting in a significant improvement in the ION/IOFF ratio. The most beneficial result is obtained when the control gate voltage bias is 0.2V, which is suitable for low-power applications with a low voltage supply. This results in a 264% increase in ION/IOFF ratio and an 87% increase in ION compared to the device without a control gate structure. The average subthreshold swing (SSAVG) is 31.5 mV/dec and the minimum subthreshold swing (SSMIN) is 12 mV/dec.
To enhance our comprehension of control gate engineering in iTFET, we showed contour plots depicting the nonlocal e-BTBT rates for three different structures: a VMG = 0.6 V iTFET without a control gate, an iTFET with VCG = 0.2V, and an iTFET with VCG = -0.2V. These plots are presented in Fig. 6(a)-(c). The iTFET with a control gate shows greater ION compared to the iTFET without a control gate due to larger electron band-to-band generation rates in the line tunneling region (source region), as demonstrated in Fig. 6(d). This increase in BTBT rate is primarily attributed to the presence of the control gate, which generates an additional electric field and enables the energy bands to overlap more, as shown in Fig. 6(e).
Fig. 7(a)(b) displays the electric field at VMG = 0V and VMG = 0.6V. When comparing the structures with and without a control gate, a significant reduction in the electric field at the drain is observed when a control gate is used, leading to a reduction in IOFF. In Fig. 7(b), it can be observed that the inclusion of a control gate between the source and drain leads to an increase in the electric field strength in the source area. This elevated electric field strength can enhance the ON-state current (ION) by improving the e-BTBT generation rate and facilitating tunneling, as demonstrated in Fig. 6(d).
B. Impact of Mole Fraction and Schottky Barrier High Variations on the Performance of the Electrical Characteristics of iTFET
TABLE II [29] SIGE Parameter In Mole Simulation
Material
|
Electron Mobility
|
Band Gap
|
Si
|
1400 cm2/Vs
|
1.12eV
|
Si0.9Ge0.1
|
964 cm2/Vs
|
1.074eV
|
Si0.8Ge0.2
|
533 cm2/Vs
|
1.028eV
|
Si0.7Ge0.3
|
101 cm2/Vs
|
0.982eV
|
Si0.6Ge0.4
|
330 cm2/Vs
|
0.936eV
|
Si0.5Ge0.5
|
761 cm2/Vs
|
0.89eV
|
TABLE III SBH Parameter Simulation
SBH (eV)
|
ION/IOFF ratio (A/μm)
|
SSAVG (mV/dec)
|
0.7
|
7.3×106
|
30.9
|
0.75
|
2.31×106
|
28.7
|
0.8
|
5.9×107
|
30.7
|
0.85
|
1.1×108
|
31.5
|
0.9
|
1.22×107
|
39.1
|
0.95
|
2.35×106
|
44.4
|
Table II presents the electron mobility and band gap of SiGe with mole fraction. It can be observed that the band gap reduces as the germanium content increases. However, the electron mobility shows a non-linear dependence on the germanium content. Specifically, in Si0.7Ge0.3, even though the electron mobility is relatively low, it exhibits the highest performance with a higher ION/IOFF ratio and a lower subthreshold swing, as shown in Fig. 8(a)(b). Increasing the germanium content leads to a higher on-state current and a lower band gap, but also results in increased leakage current. However, in this structure, the band gap is the most crucial factor. Thus, despite Si0.7Ge0.3 having a lower electron mobility than other compositions, it possesses the most suitable band gap.
Fig. 9 illustrates the variation in drain work function for different values. It is observed that increasing the Schottky barrier height results in higher on-state current. As depicted in Fig. 10(a)(b), higher SBH leads to an increase in carrier concentration at the drain area, resulting in a denser N-type region and higher Ion. However, increasing the Schottky barrier height also leads to higher off-state current (IOFF). Table III presents the performance of various Schottky contacts on the drain side, with excessively high or low Schottky barrier heights leading to degraded performance
Therefore, the optimal option is a Schottky barrier height of 0.85eV, which has the highest ION/IOFF ratio and better SSAVG value of 1.1×108 ION/IOFF ratio and 31.5 (mV/dec), respectively.
C. Device Performance Comparison with Negative Effect
As we are aware, the wafer foundry process is not perfect. Fig. 11 illustrates a gap modulation between the source/control gate and control gate/drain. In Fig. 12, it can be observed that increasing either gap1 or gap2 leads to poorer performance, resulting in reduced ON-state current (ION) and increased OFF-state current (IOFF). Fig. 13(a) to (e) shows that point tunneling generates leakage current when the channel is at VMG = 0V. Notably, when both gap1 and gap2 are at a distance of 3nm, the leakage current generated by point tunneling is most noticeable. Fig. 14(a) to (e) provides an explanation for why point tunneling leads to an increase in leakage current. As the gap increases, the conduction and valence bands overlap, thereby increasing the electron tunneling probability. Table IV shows that increasing the gap length results in a larger channel and longer tunnel distance. Although the conduction and valence bands overlap when the gap exceeds 1nm, the overlap area is not too significant. However, when the gap is at 3nm, the overlap area increases, and tunneling is not too long, which leads to an increase in point tunneling.
To solve the issue of point tunneling, we can modify the control gate voltage. As depicted in Fig. 15(b), the addition of the control gate results in the bending of the energy band. When a positive bias is applied, the energy bands overlap,
TABLE IV Gap Parameter Simulation
Gap1/Gap2 (nm)
|
Ec/Ev Overlap(eV)
|
Channel Length (nm)
|
1/1
|
0.033557
|
7
|
3/3
|
0.100484
|
11
|
5/5
|
0.102599
|
15
|
7/7
|
0.104656
|
19
|
leading to increased leakage current and a rise in OFF-state current (IOFF), as shown in Fig. 15(a). To eliminate this, we can apply a negative bias to bend the energy band upwards, causing no overlap between the energy bands and reduces leakage current. To ensure accurate analysis, we must take into account the quantum confinement effect, especially.
since the substrate thickness is less than 10nm. In order to incorporate this effect, we used the thin-layer Lombardi model in Sentaurus [26] and observed a minor reduction in the ON-state current (ION) from 4.2% to 4.8%, and an increase in SSAVG from 4.8% to 8.2% in Fig. 16. However, it is important to note that TFET may encounter interface traps, which can negatively impact its OFF-state behavior and cause large deviations from ideal characteristics. Fig. 17 demonstrates that when the trap concentration increases, taking into account donor and acceptor trap charges [28], there is a deterioration in electrical performance, leading to higher leakage currents. Nevertheless, if the concentration remains lower than 1E12 (cm-3), the effect on performance is not significant. In Fig. 18, a benchmark of low-power devices proposed in recent years is presented. Our proposed structure not only achieves good subthreshold swing (SS) without negative -capacitance (NC), SOI or using III-V compound semiconductor, but also exhibits good ION/IOFF performance. Moreover, the structure requires only 0.2VDS, which reduces the power supply when compared to other components, resulting in significant energy consumption reduction.