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纳米双栅MOS器件的二维量子模拟 被引量:2

Two-dimensional Quantum Modeling of Nanoscale Double Gate MOSFET
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摘要 利用非平衡格林函数法处理开放边界条件的薛定谔方程,与泊松方程自洽求解,在实空间实现了对纳米量级双栅MOS器件的二维量子模拟。与模空间法的仿真效率及模拟结果进行了比较,对栅极漏电流受栅介质、栅与源漏交叠、栅氧层厚度的影响进行了研究。 A two-dimensional quantum model of nanoscale double gate(DG) MOSFET is implemented in real space.The Schrodinger equation is solved self-consistently with Poisson′s equation by using non-equilibrium Green′s method(NEGF) to treat the open boundary conditions.In addition to the comparison of the simulation efficiency and results with mode space method,the dependence of gate leakage current on high k material,source/drain gate overlap and oxide thickness is examined.
出处 《固体电子学研究与进展》 CAS CSCD 北大核心 2010年第2期174-179,共6页 Research & Progress of SSE
基金 国家杰出青年科学基金项目(60788402)
关键词 非平衡格林函数 双栅金属氧化物半导体场效应管 量子力学效应 实空间 数值模拟 栅极漏电流 NEGF DG MOSFET quantum effects real space numerical modeling gate leakage current
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参考文献18

  • 1Thompson S E,Parthasarathy S.Moore's law:the future of Si microelectronics[J].Materials Today,2006,9(6),20-25.
  • 2Skotnicki T,Hutchby J A,Tsu-Jae K,et al.The end of CMOS scaling:toward the introduction of new materials and structural changes to improve MOSFET performance[J].Circuits and Devices Magazine,IEEE,20005,21(1):16-26.
  • 3何红波,周继承,李义兵,胡慧芳.纳米器件特性的计算机模拟[J].固体电子学研究与进展,2000,20(2):169-178. 被引量:1
  • 4蒲月皎,刘丕均,张亚非,王印月.纳米级MOSFET器件模拟的载流子输运模型[J].固体电子学研究与进展,2005,25(2):160-166. 被引量:4
  • 5Ren Z,Venugopal R,Goasguen S,et al.NanoMOS 2.5:a two-dimensional simulator for quantum transport in double-gate MOSFETs[J].IEEE Trans Electron Devices,2003,50(9):1914-1925.
  • 6Abdolkader T M,Farouk W F,Omar O A,et al.FETMOSS:a software tool for 2D simulation of double-gate MOSFET[J].International Journal of Numerical Modelling-electronic Networks Devices and Fields,2006,19:301-314.
  • 7Curatola G,Iannaccone G.NANOTCAD2D:Two-dimensional code for the simulation of nanoelectronic devices and structures[J].Computational Materials Science,2003,28:342-352.
  • 8邵雪,余志平.一种基于非平衡态格林函数的准三维FinFET模型[J].Journal of Semiconductors,2005,26(6):1191-1196. 被引量:3
  • 9Datta S.Quantum Transport:Atom to Transistor[M].Cambridge University Press,2005:29.
  • 10Venugopal R,Ren Z,Datta S,et al.Simulating quantum transport in nanoscale transistors:real versus mode-space approaches[J].Journal of Applied Physics,2002,92(7):3730-3739.

二级参考文献35

  • 1王明网,魏同立.亚微米半导体器件模拟方法的探索[J].微电子学,1995,25(2):55-61. 被引量:1
  • 2Roussean K V,Appl Phys Lett,1989年,54卷,1341页
  • 3Cai W,Phys Rev Lett,1989年,63卷,418页
  • 4Sun J P,1995 International Workshop for Computational Electronics,Tempe Az,1995年
  • 5Fu Y,J Appl Phys,1993年,74期,1848页
  • 6Seabaugh A C,Appl Phys Lett,1991年,59卷,3413页
  • 7Meindl J D, Chen Qiang, Davis J A. Limits on Silicon Nanoelectronics for Terascale Integration[J]. Science, 2001;293(14):2 044.
  • 8Meindl J D, Low power microelectronics: retrospect and prospect[J]. Proc IEEE,1995;83(4):619.
  • 9Winstead Brian, Ravaioli Umberto. Simulation of Schottky barrier MOSFET's with a coupled quantum injection/Monte Carlo technique[J]. IEEE Trans Electron Devices,2000;47(6):1 241.
  • 10Datta S. Nanoscale device modeling., the Green's function method. Super Lattices and Microstructures,2000,28:253.

共引文献5

同被引文献13

  • 1王晓晖,汤庭鳌,黄宜平.双栅MOS场效应管精确的二维电势分布与V_(th)的解析模型[J].固体电子学研究与进展,1994,14(4):328-334. 被引量:3
  • 2Balestra F, Cristoloveanu S, Benachir X, et al. Doub le-gate silicon-on-insulator transistor with volume in version: A new device with greatly enhanced perform anee[J]. IEEE Electron Device Letters, 1987, 8(9) 410-412.
  • 3Lu Huaxin, Yuan Taur. An analytic potential model for symmetric and asymmetric DG MOSFETs [J]. IEEE Transactions on Electron Devices, 2006, 53(5): 1161-1168.
  • 4Tanaka T, Suzuki K, Horie H, et al. Ultrafast operation of V,hadjusted p^+-n^+ double-gate SOI MOSFETs [J]. IEEE Transactions on Electron Devices, 2004, 51 (9): 1385 1391.
  • 5Frank D, Dennard R H, Nowak E, et al. Device scal- ing limits of Si MOSFETs and their application de- pendence[J]. Proceedings of the IEEE, 2001, 89(3) :259-288.
  • 6Liang Xiaoping, Yuan Taur. A 2-D analytical solution for SCEs in DG MOSFETs[J]. IEEE Transactions on Electron Devices, 2004, 51(8): 1385-1391.
  • 7Zhang Lining,Wang Shaodi,Ma Chenyue,et al.Gate underlap design for short channel effects control in cylindrical gate-all-around MOSFETs based on an analytical model[J].Iete Technical Review,2012,29(1):29-35.
  • 8Sarkar Angsuman,De Swapnadip,Dey Anup,et al.Analog and RF performance inve-stigation of cylindrical surrounding-gate MOSFET with an analytical pseudo-2D model[J].J Comput Electr-on,2012,11(2):182-195.
  • 9Ghosh Pujarini,Haldar Subhasis,Gupta R S,et al.An analytical drain current model for dual material en gineered cylindrical/surrounded gate MOSFET[J].Microelectronics Journal,20 12,43(1):17-24.
  • 10Pratap Yogesh,Ghosh Pujarini,Haldar Subhasis,et al.An analytical subthreshold current modeling of cylindrical gate all around(CGAA)MOSFET incorporating the influence of device design engineering[J].Microelectronics Journal,2014,45(4):408-415.

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