The Figure 9(a) and (b) show the ID-VGS characteristics with symmetric (LS = 15 nm and LD = 15 nm) and asymmetric (LS = 15 nm and LD = 25 nm) combinations.
The simulated transfer characteristics (ID-VGS) with different spacer dielctrics of JL nanowire FET with symmetric spacer are shown in Figure 10(a). With all spacer dielectrics, the device has an IOFF of less than nA. With spacer dielectrics, however, the ION varies from 60 to 75 A. The ID-VGS of asymmetric spacer variation follow the same pattern as symmetric variation, as shown in Fig. 10(b). For all spacer combinations, the IOFF of the device with asymmetric spacer is less than nA. With the HfO2 spacer, the ION reaches a maximum of 68 A, while with no spacer, it reaches 54 A. According to the results, a rise in the ‘k' value causes a decrease in IOFF. Stronger fringing fields result in lower IOFF when the ‘k' value is higher. Due to the spacer fringing electric fields, the depletion region improves. The p-n junctions form the depletion zone in inversion mode FETs, whereas energy barrier generation owing to depletion in the OFF state occurs in JL devices. The subthreshold current decreases as the spacer dielectric value increases because of high vertical electric field at VDS = 0.9 V and VGS = 0 V i.e., in the OFF state. Furthermore, the ID is marginally affected in the ON state due to the zero electric field induced by the flat band situation. In comparison to Air and SiO2 spacers, the HfO2 followed by Si3N4 spacer has good switching behavior and a lower IOFF at nano-regime. As a consequence of the analysis, high-k spacer dielectrics such as Si3N4 and HfO2 excel with better subthreshold and switching behavior at nano-regime, ensuring potential candidate for low-power applications [17].
The ION for a device is calculated at VDS = 0.9 V and VGS = 1.2 V whereas, IOFF is calculated at VDS = 0.9 V and VGS = 0 V. As seen in Fig. 11(a), the ION is much lower with the asymmetric spacer than with the symmetric spacer. HfO2 has the smallest ION decrease of all the spacer combinations, at 11.24%. The Si3N4 spacer and no spacer materials had a 13.26 percent and 15.8 percent drop, respectively. Because higher fringing fields with a high-k spacer diminish the ION decrement with asymmetric spacer compared to a low-k spacer, the ION decrement with asymmetric spacer is minimized. The IOFF for various spacer dielectrics is shown in Figure 11(b). Although symmetric spacers improve ION, asymmetric spacers diminish direct tunnelling of electrons in the OFF state due to the greater distance between the channel and drain. The ION/IOFF ratio of a device with varied spacer dielectrics is shown in Figure 11(c). With only SiO2, Si3N4, and HfO2 spacers, the asymmetric spacer has a greater ION/IOFF ratio than the symmetric spacer. In comparison to Air and no spacer, the symmetric spacer exhibits a modest increase in the ION/IOFF ratio due to increased ION and marginal IOFF fluctuation. The negligible difference in IOFF between symmetric and asymmetric spacers for Air and no spacer is attributed to ineffective leakage control due to decreased dielectric fringing fields. Furthermore, the asymmetric spacer aims to improve the ION/IOFF ratio while lowering coupling and parasitic capacitances [18, 19]. With HfO2 spacer, the asymmetric spacer improves the ION/IOFF ratio by 19.6% and reduces IOFF by 34.13% when compared to the symmetric spacer. Furthermore, as seen in Fig. 11(d), the performance of SS is poorer with an asymmetric spacer. Although the ION is lowered by 11.24% with the asymmetric spacer, the subthreshold behavior and switching performance are improved thanks to a spectacular reduction in IOFF.
The electric field on the channel region of the symmetric spacer is higher than that of the asymmetric spacer, as shown in Fig. 12(a) and (b). Due to larger distance between the channel and drain in the asymmetric spacer the electric field lines are minimized into the silicon and thus enhanced tunnelling width. Figures 12(c) and 12(d) demonstrate the potential distribution of JL nanowire FETs with symmetric and asymmetric spacers. Because of the long distance between channel and drain, an asymmetric spacer ensures lower SCEs.
4. CMOS Inverter Performance Analysis
Figure 13 depicts the ID-VGS characteristics of both NMOS and PMOS with optimized symmetric and asymmetric spacers. The gate length LG = 10 nm, EOT (high-k+SiO2) = 0.75 nm, Si channel thickness =10 nm, and HfO2 as spacer material have all been maintained same as in NMOS. The design for PMOS symmetric spacer is LS = LD = 15 nm and LS = 15 nm and LD = 25 nm for asymmetric spacer, which is maintained same as NMOS. The Vt is matched for both NMOS and PMOS by work function engineering. The SS and DIBL of symmetric and asymmetric spacers NMOS are depicted inside Fig. 13. Furthermore, the delay performance is calculated by CMOS inverter as shown in Fig 14.
The CMOS inverter delay (TD) is calculated using the effective drive current model, such as in equation 1 [20], where IEFF is the effective drive current, CL is the load capacitance, and VDD is the supply voltage of the first stage inverter at the output node.
The evaluation of CL is carried through parasitic first stage output and input capacitance of second stage as (2) and a value of 1.5 is considered for miller coefficient (M) [21]. The CIN2 is calculated by using the weighted distribution of NMOS and PMOS during input transitions of the OFF and ON-state capacitances. During the output-fall transition to 0.5VDD, the transistor P2 remains ON while N2 switches from OFF to ON. As a result, the OFF to ON ratio of 0.25: 0.75[20-22] is utilized to calculate CIN2 (3).
Where, IEFF = (IL+ IH+ IM)/3, IM = IDS (VDS = 0.75VDD, IH = IDS (VGS = VDD, VDS = 0.5VDD), VGS = 0.75VDD) and IL = IDS (VGS = 0.5VDD, VDS = VDD,) as defined in [21], and are taken from the individual ID-VGS characteristics.
Figure15 depicts the CMOS inverter delay of symmetric and asymmetric spacer dielectrics. The terms tPHL and tPLH defines the speed of the logic and detrimental in calculating propagation delay (tP). The symmetric spacer exhibits lower delay compared to asymmetric spacers. Since in asymmetric spacer the LD is 25 nm which is higher compared to symmetric spacer which is 15 nm. Thus, symmetric spacer is better for circuit applications at nano regime. However, asymmetric spacer outperforms symmetric spacer in terms of OFF current, subthreshold performance, and good switching behavior.