混合型多值CMOS電路的代數(shù)理論
ALGEBRAIC THEORY FOR HYBRID CMOS MULTIVALUED CIRCUITS
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摘要: 該文在傳輸函數(shù)理論和電流型CMOS電路代數(shù)理論的基礎(chǔ)上,提出了混合型多值CMOS電路的代數(shù)理論,并應(yīng)用該理論設(shè)計了譯碼器和編碼器。設(shè)計結(jié)果表明基于該代數(shù)理論的設(shè)計優(yōu)于傳統(tǒng)設(shè)計。
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關(guān)鍵詞:
- 多值邏輯; 邏輯設(shè)計; CMOS電路
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. -
Wu X.W.(吳訓(xùn)威),Chen X.X.(陳偕雄),Quaternary CMOS circuits based on transmission functiontheory,Science in China(Series A),1989,32(11),1379-1389.[2]Wu X.W.(吳訓(xùn)威),Theory of transmission switching and its application to design of CMOS digital circuits,Int J.Circuit Theory and Application,1992,20(4),349-356.[3]Chen X.X.(陳偕雄),C.Moraga An algebra for current-mode CMOS multivalued circuits,Proc.IEEE Int,Symp on MVL,Sacramento,America,1993,239-244.[4]Chen X.X.(陳偕雄),C.Moraga,Design of multivalued circuits based on an algebra for currentmode CMOS multivalued circuits,J.Comput.Sci. Technol,1995,10(6),564-568.[5]D.A.Freitas,L.W.Current,A quaternary logic encoder-decoder circuit design using CMOS,Proc.IEEE Int.Symp.on MVL,Kyoto,Japan,1983,190-195. -
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