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Hybrid MOS and Single-Electron Transistor Architectures towards Arithmetic Applications.

机译:面向算术应用的混合MOS和单电子晶体管架构。

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摘要

Metal-Oxide-Semiconductor Field-Effect Transistor (MOSFET) and Single-Electron Transistor (SET) hybrid architectures, which combine the merits of both MOSFET and SET, promise to be a practical implementation for nanometer-scale circuit design. In this thesis, we design arithmetic circuits, including adders and multipliers, using SET/MOS hybrid architectures with the goal of reducing circuit area and power dissipation and improving circuit reliability.;Thanks to the Coulomb blockade oscillation characteristic of SET, the design of SET/MOS hybrid adders becomes very simple, and requires only a few transistors by using the proposed schemes of multiple-valued logic (MVL), phase modulation, and frequency modulation. The phase and frequency modulation schemes are also utilized for the design of multipliers.;Two types of SET/MOS hybrid multipliers are presented in this thesis. One is the binary tree multiplier which adopts conventional tree structures with multi-input counters (or compressors) implemented with the phase modulation scheme. Compared to conventional CMOS tree multipliers, the area and power dissipation of the proposed multiplier are reduced by half. The other is the frequency modulated multiplier following a novel design methodology where the information is processed in the frequency domain. In this context, we explore the implicit frequency properties of SET, including both frequency gain and frequency mixing. The major merits of this type of multiplier include: a) simplicity of circuit structure, and b) high immunity against background charges within SET islands.;Background charges are mainly induced by defects or impurities located within the oxide barriers, and cannot be entirely removed by today's technology. Since these random charges deteriorate the circuit reliability, we investigate different circuit solutions, such as feedback structure and frequency modulation, in order to counteract this problem. The feedback represents an error detection and correction mechanism which offsets the background charge effect by applying an appropriate voltage through an additional gate of SET. The frequency modulation, on the other hand, exploits the fact that background charges only shift the phase of Coulomb blockade oscillation without changing its amplitude and periodicity. Therefore, SET/MOS hybrid adders and multipliers using the frequency modulation scheme exhibit the high immunity against these undesired charges.
机译:金属氧化物半导体场效应晶体管(MOSFET)和单电子晶体管(SET)混合架构结合了MOSFET和SET的优点,有望成为纳米级电路设计的实际实现。本文采用SET / MOS混合架构设计包括加法器和乘法器在内的算术电路,以减小电路面积,降低功耗,提高电路可靠性为目标。 / MOS混合加法器变得非常简单,通过使用提议的多值逻辑(MVL),相位调制和频率调制方案,仅需几个晶体管。相位和频率调制方案也被用于乘法器的设计。本文提出了两种类型的SET / MOS混合乘法器。一种是二叉树乘法器,它采用传统的树状结构,并通过相位调制方案实现多输入计数器(或压缩器)。与传统的CMOS树乘法器相比,该乘法器的面积和功耗降低了一半。另一个是遵循新颖设计方法的调频乘法器,其中在频域中处理信息。在这种情况下,我们探索了SET的隐式频率特性,包括频率增益和混频。这种乘法器的主要优点包括:a)电路结构简单,并且b)对SET岛内的背景电荷具有很高的抵抗力;;背景电荷主要是由位于氧化物势垒内的缺陷或杂质引起的,无法完全去除通过当今的技术。由于这些随机电荷会降低电路的可靠性,因此我们研究了不同的电路解决方案,例如反馈结构和频率调制,以解决此问题。该反馈代表一种错误检测和纠正机制,该机制通过通过SET的附加栅极施加适当的电压来抵消背景电荷效应。另一方面,频率调制利用了这样的事实,即背景电荷仅移动库仑阻塞振荡的相位,而不改变其振幅和周期性。因此,使用频率调制方案的SET / MOS混合加法器和乘法器表现出对这些不希望有的电荷的高度抵抗力。

著录项

  • 作者

    Deng, Guoqing.;

  • 作者单位

    University of Windsor (Canada).;

  • 授予单位 University of Windsor (Canada).;
  • 学科 Electrical engineering.
  • 学位 Ph.D.
  • 年度 2011
  • 页码 160 p.
  • 总页数 160
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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