混合型多值CMOS电路的代数理论

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Abstract Based on the transmission function theory for voltage-mode CMOS circuits and an algebra for current-mode CMOS multivalued circuits, this paper presents an algebraic theory for hybrid CMOS multivalued circuits and uses it to design quaternary decoder and encoder. The design result shows the design based on this algebraic theory is better than the traditional design.

Key words： Multivalued Logic Logic design CMOS circuits

Received: 29 March 1999

PACS:	TN431
	TN791

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	Chen Xiexiong
	Wu Xunwei
	Shen Jizhong
	Cheng Jie

Cite this article:

Chen Xiexiong,Wu Xunwei,Shen Jizhong等. ALGEBRAIC THEORY FOR HYBRID CMOS MULTIVALUED CIRCUITS[J]. , 2001, 23(1): 75-80 .

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http://jeit.ie.ac.cn/EN/ OR http://jeit.ie.ac.cn/EN/Y2001/V23/I1/75

[1]	Yao Mao-Qun, Zhang Li-Bin, Geng Liang. Design of Current-mode CMOS Pulse-triggered D Flip-Flops[J]. , 2014, 36(9): 2278-2282.