-
三值逻辑技术相比于二值逻辑, 不仅能够提高芯片信息密度, 还能进一步降低电路功率损耗和系统设计复杂度. 然而采用传统的二值逻辑器件搭建三值逻辑电路所需要的元器件数量较多, 而且需借助无源元件, 这反而牺牲了三值逻辑的优势. 借助新型的二维材料也可以实现三值逻辑器件, 这种方式需要的元器件数量少, 且不需要借助无源元件, 但是却面临制备工艺不成熟无法批量生产的问题. 目前还没有能够兼容于传统互补金属氧化物半导体工艺的低功耗三值逻辑门电路, 针对这一问题, 本文将载流子隧穿机制与漂移扩散机制相结合, 提出混合机制的隧穿金属氧化物半导体场效应晶体管(TMOSFET), 并对其工作原理进行了深入分析, 研究了基于TMOSFET的三值逻辑反相器工作原理, 分析了三值逻辑反相器输出3种状态所对应输入电压范围相当的必要条件, 对于后续三值逻辑电路设计具有一定的借鉴意义.
-
关键词:
- 隧穿场效应晶体管 /
- 金属氧化物半导体场效应晶体管 /
- 三值逻辑反相器
With the development of complementary metal-oxide semiconductor (CMOS) technology, the feature size of mental-oxide-semiconductor field-effect-transistor (MOSFET) is continuously shrunk, the short channel effect becomes more and more serious, which makes the static power consumption increase, and now the static power consumption becomes a main source of the power consumption of the integrated circuits. Currently, the performance of CMOS binary logic processor is approaching a bottleneck; therefore the ternary logic becomes a research hotspot to promote the development of high-performance low-power integrated circuits. Compared with binary logic, ternary logic possesses a strong data expression capability, which can not only improve the data density, but also reduce the circuit power consumption and the system complexity. However, using binary devices to build ternary logic circuits requires a large number of components, and even the passive components, which makes it impossible to leverage the advantages of ternary logic. The other method of implementing ternary logic is to utilize innovative two-dimensional materials. This method requires a small number of components and obviates the need for passive components, but it faces the problem that the fabrication process is not mature and cannot be mass-produced. To solve these problems, in this paper by combining the tunneling and the drift diffusion mechanism, we propose a tunneling metal-oxide-semiconductor field-effect transistor (TMOSFET) with three-state characteristics that make it highly suitable for ternary logic design. Compared with other ternary logic schemes, the ternary inverter based on TMOSFET has the same circuit structure as binary inverter, which can simplify the circuit design. In this paper, the operational mechanism of this ternary inverter is studied, and the condition of three-state output of inverter is analyzed. It is found that when the operating voltage VDD and the device turning voltage Vturn satisfy VDD/Vturn ≈ 1.4, the input voltage ranges of the three output states are equivalent. In addition, the influence of TMOSFET transfer characteristic on this ternary inverter is also analyzed. This has certain reference significance for designing and studying ternary logic circuits in future.-
Keywords:
- tunneling field effect transistor /
- mental-oxide-semiconductor field-effect-transistor /
- ternary inverter
[1] 芦宾, 王大为, 陈宇雷, 崔艳, 苗渊浩, 董林鹏 2021物理学报70 218501
Google Scholar
Lu B, Wang D W, Chen Y L, Cui Y, Miao Y H, Dong L P 2021 Acta Phys. Sin. 70 218501
Google Scholar
[2] Roy K, Mukhopadhyay S, Mahmoodi-Meimand H 2003 Proc. IEEE 91 305
Google Scholar
[3] Frank D J 2002 IBM J. Res. Dev. 46 235
Google Scholar
[4] Srivastava A, Venkatapathy K 1996 VLSI Design 4 75
Google Scholar
[5] Hurst 1984 IEEE Trans. Comput. C-33 1160
Google Scholar
[6] Jo S B, Kang J, Cho J H 2021 Adv. Sci. 8 2004216
Google Scholar
[7] Zhu Y, Lu H, Zhang Y, Sun J, Lyu Z, Lu B 2022 IEEE 16th International Conference on Solid-State & Integrated Circuit Technology Nangjing, China, October 25–28, 2022 p1
[8] Tavanaei A, Ghodrati M, Kheradpisheh S R, Masquelier T, Maida A 2019 Neural Networks 111 47
Google Scholar
[9] Ghosh-Dastidar S, Adeli H 2009 Int. J. Neural Syst. 19 295
Google Scholar
[10] Esser S K, Merolla P A, Arthur J V, Cassidy A S, Appuswamy R, Andreopoulos A, Berg D J, McKinstry J L, Melano T, Barch D R, di Nolfo C, Datta P, Amir A, Taba B, Flickner M D, Modha D S 2016 PNAS 113 11441
Google Scholar
[11] Kim H W, Kim S, Lee K, Lee J, Park B-G, Kwon D 2020 IEEE Trans. Electron Devices 67 4541
Google Scholar
[12] Mouftah H T, Smith K C 1982 IEE Proc. 129 270
Google Scholar
[13] Heung A, Mouftah H T 1985 IEEE J. Solid-State Circuits 20 609
Google Scholar
[14] Gan K J, Lu J J, Yeh W K, Chen Y H, Chen Y W 2016 Eng. Sci. Technol. Int. J. 19 888
Google Scholar
[15] Gan K J, Tsai C S, Chen Y W, Yeh W K 2010 Solid-State Electron. 54 1637
Google Scholar
[16] Nourbakhsh A, Zubair A, Dresselhaus M S, Palacios T 2016 Nano Lett. 16 1359
Google Scholar
[17] Shim J, Jo S H, Kim M, Song Y J, Kim J, Park J H 2017 ACS Nano 11 6319
Google Scholar
[18] Huang M, Wang X, Zhao G, Coquet P, Tay B 2019 Appl. Sci. 9 4212
Google Scholar
[19] Fei W, Trommer J, Lemme M C, Mikolajick T, Heinzig A 2022 InfoMat 4 e12355
Google Scholar
[20] Vanlalawpuia K, Bhowmick B 2019 IEEE Trans. Electron Devices 66 4439
Google Scholar
[21] Talukdar J, Rawat G, Mummaneni K 2020 Silicon 12 2273
Google Scholar
-
图 3 VG = 0.3 V时, (a)沿切线AA0的能带分布图和(b)电子隧穿概率与电流密度分布图
Fig. 3. (a) Energy band diagram along cutline AA0 and (b) contour mapping of electron BTBT rate and current density at VG = 0.3 V
图 4 VG = 0.9 V时, (a)沿AA0的能带分布图和(b)电子隧穿概率与电流密度分布图
Fig. 4. (a) Energy band diagram along cutline AA0 and (b) contour mapping of the electron BTBT rate and current density at VG = 0.9 V
图 5 n型和p型TMOSFET器件ID-VG特性曲线
Fig. 5. ID-VG characteristic curves of the n-type and p-type devices.
图 6 反相器的(a) VTC曲线和(b)瞬态特性曲线
Fig. 6. (a) VTC curve and (b) transient response of the proposal ternary inverter.
图 8 反相器ID-Vin曲线 (a) VDD = Vturn; (b) VDD = 0.9 V; (c) VDD = 2Vturn = 1.2 V; (d) VDD = 1.4 V
Fig. 8. ID-Vin curves of ternary inverters: (a) VDD = Vturn; (b) VDD = 0.9 V; (c) VDD = 2Vturn = 1.2 V; (d) VDD = 1.4 V.
图 10 不同Vturn时TMOSFET转移特性曲线
Fig. 10. ID-VG characteristic curves of TMOSFETs with different Vturn
图 11 不同Vturn时的(a)三值反相器的VTC曲线和(b) RH/VDD及RM/VDD随VDD的变化规律
Fig. 11. (a) VTC curves of ternary inverter and (b) variation of RH/VD and RM/VDD with VDD at different Vturn
图 12 不同WFⅠ下, (a)器件的ID-VG特性曲线和(b)三值反相器VTC曲线
Fig. 12. (a) ID-VG characteristic curves and (b) VTC curves of ternary inverter at different WFⅠ
图 13 不同WFI时三值反相器的(a)瞬态特性和(b)电流曲线
Fig. 13. (a) Transient response and (b) current curves of ternary inverter at different WFI
表 1 n型TMOSFET结构参数
Table 1. Structure parameters of n-type TMOSFET.
Parameter Symbol Value Source length LS/nm 20 Source thickness TCh/nm 10 Source Ⅰ doping (P+) NSⅠ/(1019 cm–3) 1 Source Ⅱ doping (N+) NSⅡ/(1019 cm–3) 1 Channel Ⅰ length LCⅠ/nm 30 Channel Ⅱ length LCⅡ/nm 50 Channel I doping (N+) NCI/(1016 cm–3) 1 Channel Ⅱ doping (N+) NCⅡ/(1016 cm–3) 1 Drain length LD/nm 20 Drain doping (N+) ND/(1019 cm–3) 1 Gate oxide thickness TOX/nm 2 Gate WorkFunction Ⅰ WFⅠ/eV 3.37 Gate WorkFunction Ⅱ WFⅡ/eV 5.02 
下载: 导出CSV
表 2 p型TMOSFET器件参数
Table 2. Structure parameters of p-type TMOSFET.
Parameter Symbol Value Source length LS/nm 20 Source thickness TCh/nm 10 Source Ⅰ doping (N+) NSⅠ/(1019 cm–3) 9 Source Ⅱ doping (P+) NSⅡ/(1019 cm–3) 1 Channel Ⅰ length LCⅠ/nm 30 Channel Ⅱ length LCⅡ/nm 50 Channel Ⅰ doping (P+) NCⅠ/(1016 cm–3) 1 Channel Ⅱ doping (P+) NCⅡ/(1016 cm–3) 1 Drain length LD/nm 20 Drain doping (P+) ND/(1019 cm–3) 1 Gate oxide thickness TOX/nm 2 Gate WorkFunction Ⅰ WFⅠ/eV 5.9 Gate WorkFunction Ⅱ WFⅡ/eV 4.25
下载: 导出CSV
表 3 不同Vturn所对应的WFⅡ
Table 3. WFⅡ corresponding to different Vturn.
Vturn/V n-type WFⅡ/eV p-type WFⅡ/eV 0.5 4.92 4.35 0.6 5.02 4.25 0.7 5.12 4.15 0.8 5.22 4.05
下载: 导出CSV
-
[1] 芦宾, 王大为, 陈宇雷, 崔艳, 苗渊浩, 董林鹏 2021物理学报70 218501
Google Scholar
Lu B, Wang D W, Chen Y L, Cui Y, Miao Y H, Dong L P 2021 Acta Phys. Sin. 70 218501
Google Scholar
[2] Roy K, Mukhopadhyay S, Mahmoodi-Meimand H 2003 Proc. IEEE 91 305
Google Scholar
[3] Frank D J 2002 IBM J. Res. Dev. 46 235
Google Scholar
[4] Srivastava A, Venkatapathy K 1996 VLSI Design 4 75
Google Scholar
[5] Hurst 1984 IEEE Trans. Comput. C-33 1160
Google Scholar
[6] Jo S B, Kang J, Cho J H 2021 Adv. Sci. 8 2004216
Google Scholar
[7] Zhu Y, Lu H, Zhang Y, Sun J, Lyu Z, Lu B 2022 IEEE 16th International Conference on Solid-State & Integrated Circuit Technology Nangjing, China, October 25–28, 2022 p1
[8] Tavanaei A, Ghodrati M, Kheradpisheh S R, Masquelier T, Maida A 2019 Neural Networks 111 47
Google Scholar
[9] Ghosh-Dastidar S, Adeli H 2009 Int. J. Neural Syst. 19 295
Google Scholar
[10] Esser S K, Merolla P A, Arthur J V, Cassidy A S, Appuswamy R, Andreopoulos A, Berg D J, McKinstry J L, Melano T, Barch D R, di Nolfo C, Datta P, Amir A, Taba B, Flickner M D, Modha D S 2016 PNAS 113 11441
Google Scholar
[11] Kim H W, Kim S, Lee K, Lee J, Park B-G, Kwon D 2020 IEEE Trans. Electron Devices 67 4541
Google Scholar
[12] Mouftah H T, Smith K C 1982 IEE Proc. 129 270
Google Scholar
[13] Heung A, Mouftah H T 1985 IEEE J. Solid-State Circuits 20 609
Google Scholar
[14] Gan K J, Lu J J, Yeh W K, Chen Y H, Chen Y W 2016 Eng. Sci. Technol. Int. J. 19 888
Google Scholar
[15] Gan K J, Tsai C S, Chen Y W, Yeh W K 2010 Solid-State Electron. 54 1637
Google Scholar
[16] Nourbakhsh A, Zubair A, Dresselhaus M S, Palacios T 2016 Nano Lett. 16 1359
Google Scholar
[17] Shim J, Jo S H, Kim M, Song Y J, Kim J, Park J H 2017 ACS Nano 11 6319
Google Scholar
[18] Huang M, Wang X, Zhao G, Coquet P, Tay B 2019 Appl. Sci. 9 4212
Google Scholar
[19] Fei W, Trommer J, Lemme M C, Mikolajick T, Heinzig A 2022 InfoMat 4 e12355
Google Scholar
[20] Vanlalawpuia K, Bhowmick B 2019 IEEE Trans. Electron Devices 66 4439
Google Scholar
[21] Talukdar J, Rawat G, Mummaneni K 2020 Silicon 12 2273
Google Scholar
下载:
计量
- 文章访问数: 1607
- PDF下载量: 46
- 被引次数: 0
