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基于硬件描述语言的可逆逻辑描述与验证方法

Reversible Logic Description and Verification Based on Hardware Description Language
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摘要 针对可逆逻辑综合在设计较大规模可逆逻辑电路中遇到的瓶颈,文中借助于硬件描述语言的高层次抽象描述能力以及现有EDA平台的仿真验证功能,通过在模块中添加辅助位的方法,使得模块在具有相应功能的同时具备可逆性,并对模块进行实例化,实现对可逆算术逻辑单元的描述与综合。仿真验证表明,该方法具有一定的可行性和有效性。 The high level abstract description capability of the hardware description language and simulation capability of the current EDA platform are combined to resolve the bottleneck in the design of large-scale reversible logic circuits by reversible logic synthesis. Service bits are added to the module, which offers the module both a corre- sponding function and reversibility. The module is also instantiated for the reversible arithmetic logic unit to be described and synthesized. The simulations show that the proposed method is feasible and effective.
出处 《电子科技》 2016年第10期1-3,8,共4页 Electronic Science and Technology
基金 国家自然科学基金资助项目(61272224)
关键词 可逆逻辑电路 硬件描述语言 可逆算术逻辑单元 仿真验证 reversible logic circuit hardware description language reversible arithmetic logic unit simulation verification
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参考文献9

  • 1管致锦,秦小麟,葛自明.量子电路可逆逻辑综合的研究及进展[J].南京邮电大学学报(自然科学版),2007,27(2):24-27. 被引量:4
  • 2Drechsler R, Wille R. From truth tables to programminglanguages: progress in the design of reversible circuits[ J].Proceedings of the International Symposium on Multiple Val-ued Logic,2011,4( 10) :78 -85.
  • 3Feynman R. Quantum mechanical com-puters[ J]. Founda-tions of Physics, 1986,16(6) :507 -531.
  • 4Sayeeda Sultana, Katarzyna Radecka. Rev-map: a directgateway from classical irreversible net-work to reversible net-works [C]. Tuusula:IEEE on Multiple-Valued Logic ,2011.
  • 5Fredkin E, Toffoli T. Conservative logic [ J ]. InternationalJournal of Theoretical Physics,1982(21 ) :219 -253.
  • 6Oskin M,Chong F T,Chuang I L. A practical architecture forreliable quantum com-puters [ J ]. Computer, 2002 ( 35 ) :79 -87.
  • 7Matthew Morrison, Nagarajan Ranganathan. Design of a re-versible ALU based on novel pro-grammable reversible logicgate struc-tures[G] . Chennai ;IEEE Computer Society Annu-al Symposium on VLSI,2011.
  • 8Cheng K W,Tseng C C. Quantum full adder and subtractor[J]. Electronic Letters,2002,38(22) : 1343 -1344.
  • 9Guan Zhijin,Li Wenjuan,Ding Weiping,et al. An arithmeticlogic unit design based on reversible logic gates[C]. Victori-a : IEEE Pacific Rim Conference on Communications, Com-puters and Signal Processing ,2011.

二级参考文献15

  • 1BRUCE J W, THORNTON M A. Efficient adder circuits based on conservative reversible logic gato[C]//IEEE Symposium on VLSI. April 2002 : 83 - 88.
  • 2PICTON P. A universal architecture for muhiple - valued reversible logic [J]. MVL Jounal, 2000,5 : 27 - 37.
  • 3MERKLE R C. Two types of mechanical reversible logic [J]. Nanotechnology, 1995,4 : 114 - 151.
  • 4LANDAUER R. Irreversibility and Heat Generation in the Computing Process[J]. IBM J Res Dev ,1961,5:183 - 192.
  • 5BENNETT C H. Logical reversibility of computation[J]. IBM J Res Dev, 1973,17:525 - 532.
  • 6BENIOFF P. Quantum mechanical hamiltonian models of turning machines that dissipate no energy [J]. Phys Rev Lett, 1982,48 : 1581 - 1585.
  • 7KHLOPOTINE A. Reversible logic synthesis by iterative compositions[C]//Int Workshop on Logic Synthesis. 2002:261 -266.
  • 8KHAN M H A, PERKOWSKI M. Multi-output ESOP synthesis with cascades of new reversible gate family[C]//Proc of the 6th International Symposium on Representations and Methodology of Future Computing Technologies. March 2003 : 144 - 153.
  • 9IWAMA K, KAMBAYASHI Y, YAMASHITA S. Transformation rules for designing CNOT-based quantum circuits[C]//Proc of Design Automation Conference. New Orleans, Louisiana, USA, June 2002:10 - 14.
  • 10MILLER D M. Spectral and two - place decomposition techniques in reversible logic[C]//Midwest Symposium on Circuits and Systems. Aug 2002.

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