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纳米级MOSFET器件模拟的载流子输运模型 被引量:4

The Carrier Transport Model of Nano-Scale MOSFET Device Simulation
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摘要 随着半导体微细加工技术的发展,预计硅SOC的集成度可达万亿个晶体管,单个晶体管的尺寸将达到10nm范围内。因此从理论上研究纳米尺寸器件的性能和特性对发展超大规模集成电路尤为重要。综述了纳米级MOSFET器件数值模拟的量子模型,以及在该模型下用到的几种载流子输运模型,并结合模拟结果对这一模型作了评价。 During the progress of semiconductor micro fabrication technology, the VLSI technology requires that the characteristic scale of semiconductor device will be further reduced. The silicon technology has an enormous remaining potential to achieve terascale integration(TSI) of more than 1 trillion transistors per chip. In this case, the scale of transistor will reach 10-nm range. It is very important to study the characteristic and capability of nanodevice for the development of VLSI technology. In this article, we have reviewed the numerical simulation of nano-scale MOSFET in the theory framework of quantum transport model, moreover, several models of carrier transport under this model have been discussed. We also evaluate the result from these models.
出处 《固体电子学研究与进展》 CAS CSCD 北大核心 2005年第2期160-166,共7页 Research & Progress of SSE
基金 上海市科技发展基金(0215nm030)资助项目
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参考文献18

  • 1Meindl J D, Chen Qiang, Davis J A. Limits on Silicon Nanoelectronics for Terascale Integration[J]. Science, 2001;293(14):2 044.
  • 2Meindl J D, Low power microelectronics: retrospect and prospect[J]. Proc IEEE,1995;83(4):619.
  • 3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
  • 4吴金,杨廉峰,那斯尔江,刘其贵,魏同立.深亚微米半导体器件模拟方法的分析与设计[J].固体电子学研究与进展,1999,19(4):382-392. 被引量:2
  • 5Winstead 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.
  • 6Pikus F G, Likharev K K. Nanoscale field-effect transistors: an ultimate size analysis[J]. Appl Phys Lett, 1997;71(25):3 661-3 663.
  • 7Baccarani G, Reggiani S. A compact double-gate MOSFET model comprising quantum-mechanical and nonstatic effects[J]. IEEE Trans Electron Devices, 1999;46:1 656-1 666.
  • 8Lundstrom Mark, Ren Zhibin. Essential physics of carrier transport in nanoscale MOSFETs[J]. IEEE Trans Electron Devices,2002;49:133-141.
  • 9Naveh Y, Likharev K K. Modeling of 10-nmscale ballistic MOSFET's[J]. IEEE Electron Dev Lett,2000;21:242-244.
  • 10考林基JP.SOI技术-21世纪的硅集成电路技术[M].北京:科学出版社,1993.98.

二级参考文献4

  • 1Tang T W,IEEE Trans Comput Aided Des,1995年,14卷,11期,1309页
  • 2He Y,IEEE Trans Comput Aided Des,1993年,12卷,1535页
  • 3Tang T W,IEEE Trans Electron Devices,1993年,40卷,8期,1469页
  • 4Tang T W,IEEE Trans Electron Devices,1984年,31卷,12期,1912页

共引文献2

同被引文献40

  • 1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
  • 2刘梦新,高勇,张新,王彩琳,杨媛.薄膜全耗尽SOI CMOS电路高温特性模拟和结构优化[J].Journal of Semiconductors,2006,27(6):1120-1124. 被引量:2
  • 3Ren 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.
  • 4Abdolkader 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.
  • 5Curatola G,Iannaccone G.NANOTCAD2D:Two-dimensional code for the simulation of nanoelectronic devices and structures[J].Computational Materials Science,2003,28:342-352.
  • 6Datta S.Quantum Transport:Atom to Transistor[M].Cambridge University Press,2005:29.
  • 7Venugopal 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.
  • 8Luisier M,Scbenk A,Fichmer W.Quantum transport in two-and three-dimensional nanoscale transistors:coupled mode effects in the nonequilibrium Green's function formalism[J].Journal of Applied Physics,2006,100(4):043713-12.
  • 9Anantram M P,Lundstrom M S,Nikonov D E.Modeling of nanoscale devices[C].Proceedings of the IEEE,2008,96(9):1511-1550.
  • 10Svizhenko A,Anantram M P,Govindan T R,et al.Two-dimensional quantum mechanical modeling of nanotransistors[J].Journal of Applied Physics,2002,91(4):2343-2354.

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