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基于VHDL的参数化LFSR模型设计 被引量:1

Design of parameterized LFSR modules based on VHDL
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摘要 利用VHDL二维数组模型定义LFSR的反馈状态查找表并实现了参数化LFSR反馈回路。对当前状态进行全零模式检测和条件异或运算,结合VHDL条件生成语句实现了参数化Bruijn计数器。定义循环模式计算函数来得到任意位数和模式下的LFSR尾状态,通过状态比较实现了任意循环模式下的参数化LFSR模型。软件综合结果表明,在不同的参数实现下,LFSR模型有优秀的时序性能,能够满足实际应用需要。 The utilization of the feedback state lookup table of VHDL 2-D data structure helps to realize the parameterized LFSR feedback loop. By means of zero state detection and conditional XOR computation, the Bruijn counter could involve the all-zero state in the recursive cycle. After computing the LFSR's ending state and comparing it with the current state, the parameterized LFSR module in any cycle mode could be implemented. The results show that LFSR module has a high timing per-formance with different parameters and can meet practical requirements.
出处 《海军工程大学学报》 CAS 北大核心 2009年第3期89-94,共6页 Journal of Naval University of Engineering
关键词 LFSR 设计复用 参数化设计 VHDL Bruijn计数器 LFSR design reuse parameterized design VHDL Bruijn counter
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  • 1曾光,何开成,韩文报.一类三项式形式适合软件实现的σ-LFSR[J].中国科学(E辑),2007,37(2):209-222. 被引量:11
  • 2Pedram M. Power Minimizations in IC design: Principles and Applications[C]. In: ACM Transaction on Design Automation of Electronics Systems, January 1996, 1(1):3-56.
  • 3Zoirian Y. A Distributed BIST Control Scheme forComplex VLSI Devices[C]. In: VLSI Test Symp., 1993:4-9.
  • 4Wang S., S. K. Gupta. DS-LFSR: A New BIST TPG for Low Heat Dissipation[C]. In: IEEE international Test Conference, 1997:848-857.
  • 5Manich S., Gabarro A., Lopez M. el. Low Power BIST by Filtering Non-Detecting Vectors[C]. In: Test Workshop 1999, Proceedings, European, 1999:165-170.
  • 6Girard P., Guiller L., Landrault C. el. A Test Vector Inhibiting technique for Low Energy BIST Design[C]. In: IEEE VLSI Test Symposium, 1999:407-412.
  • 7Chandrakasan A.P., Sheng S., Brodersen R.W. Low-Power CMOS Digital Design[J]. Solid-State Circuits, 1992(4):473-484.
  • 8Girard P., Manich S., Teixeira P. Low-Energy BIST Design: Impact of the LFSR TPG Parameters on the Weighted Switching Activity[C]. In: Circuits and Systems, IEEE International Symposium, 1999(29):110-113.
  • 9Christian Dufaza. Theoretical Property of LFSRs for Built-in Self-test[J]. Integration the VLSI journal. 1998(25):17-35.
  • 10Rutenbar R.A. Simulated annealing algorithms: an overview[J]. IEEE Circuits and Devices Magazine, 1989(5):19-26.

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  • 1边计年,薛宏熙,苏明,等.数字设计自动化(第2版)[M].北京:清华大学出版社,2005:135-255.

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