• Title/Summary/Keyword: Logic Circuit

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Power Supply Circuits with Small size for Adiabatic Dynamic CMOS Logic Circuits

  • Sato, Masashi;Hashizume, Masaki;Yotuyanagi, Hiroyuki;Tamesada, Takeomi
    • Proceedings of the IEEK Conference
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    • 2000.07a
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    • pp.179-182
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    • 2000
  • Adiabatic dynamic CMOS logic circuits, which are called ADCL circuits, promise us to implement low power logic circuits. Since the power supply source for ADCL circuits had not been developed, we proposed a power supply circuit for them. It is shown experimentally that by using the power supply circuit ADCL circuits can work with lower power consumption than conventional static CMOS circuit. In this paper, the power supply circuit is improved so that the power consumption can be reduced. Also, it is shown by some experiments that by using the circuit, ADCL circuits can work with lower power consumption than before Improving.

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Circuit Design of a Ternary Flip-Flop Using Ternary Logic Gates

  • Kim, Jong-Heon;Hwang, Jong-Hak;Park, Seung-Young;Kim, Heung-Soo
    • Proceedings of the IEEK Conference
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    • 2000.07a
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    • pp.347-350
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    • 2000
  • We present the design of ternary flip-flop which is based on ternary logic so as to process ternary data. These flip-flops are fabricated with ternary voltage mode NOR, NAND, INVERTER gates. These logic gate circuits are designed using CMOS and obtained the characteristics of a lower voltage, a lower power consumption as compared to other gates. These circuits have been simulated with the electrical parameters of a standard 0.25 micron CMOS technology and 2.5 volts supply voltage. The Architecture of proposed ternary flip-flop is highly modular and well suited for VLSI implementation, only using ternary gates.

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Investigation into Electrical Characteristics of Logic Circuit Consisting of Modularized Monolithic 3D Inverter Unit Cell

  • Lee, Geun Jae;Ahn, Tae Jun;Lim, Sung Kyu;Yu, Yun Seop
    • Journal of information and communication convergence engineering
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    • v.20 no.2
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    • pp.137-142
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    • 2022
  • Monolithic three-dimensional (M3D) logics such as M3D-NAND, M3D-NOR, M3D-buffer, M3D 2×1 multiplexer, and M3D D flip-flop, consisting of modularized M3D inverters (M3D-INVs), have been proposed. In the previous M3D logic, each M3D logic had to be designed separately for a standard cell library. The proposed M3D logic is designed by placing modularized M3D-INVs and connecting interconnects such as metal lines or monolithic inter-tier-vias between M3D-INVs. The electrical characteristics of the previous and proposed M3D logics were simulated using the technology computer-aided design and Simulation Program with Integrated Circuit Emphasis with the extracted parameters of the previously developed LETI-UTSOI MOSFET model for n- and p-type MOSFETs and the extracted external capacitances. The area, propagation delay, falling/rising times, and dynamic power consumption of the proposed M3D logic are lower than those of previous versions. Despite the larger space and lower performance of the proposed M3D logic in comparison to the previous versions, it can be easily designed with a single modularized M3D-INV and without having to design all layouts of the logic gates separately.

Design of Ternary Logic Circuits Based on Reed-Muller Expansions (Reed-Muller 전개식에 의한 3치 논리회로의 설계)

  • Seong, Hyeon-Kyeong
    • Journal of the Korea Institute of Information and Communication Engineering
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    • v.11 no.3
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    • pp.491-499
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    • 2007
  • In this paper, we present a design method of the ternary logic circuits based on Reed-Muller expansions. The design method of the presented ternary logic circuits checks the degree of each variable for the coefficients of Reed-Holler Expansions(RME) and determines the order of optimal control input variables that minimize the number of Reed-Muller Expansions modules. The order of optimal control input variables is utilized the computation of circuit cost matrix. The ternary logic circuits of the minimized tree structures to be constructed by RME modules based on Reed-Muller Expansions are realized using the computation results of its circuit cost matrix. This method is only performed under unit time in order to search for the optimal control input variables. Also, this method is able to be programmed by computer and the run time on programming is $3^n$.

Design of a Low-Power Multiplier Using MOS Current Mode Logic Circuit (MOS 전류모드 논리회로를 이용한 저 전력 곱셈기 설계)

  • Lee, Yoon-Sang;Kim, Jeong-Beom
    • Journal of IKEEE
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    • v.11 no.2
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    • pp.83-88
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    • 2007
  • This paper proposes an 8${\times}$8 bit parallel multiplier using MOS current-mode logic (MCML) circuit for low power consumption. The 8${\times}$8 multiplier is designed with proposed MCML full adders and conventional full adders. The designed multiplier is achieved to reduce the power consumption by 9.4% and the power-delay-product by 11.7% compared with the conventional circuit. This circuit is designed with Samsung 0.35${\mu}m$ standard CMOS process. The validity and effectiveness are verified through the HSPICE simulation.

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Analysis of the 74LS381 ALU and Design of an Equivalent Circuit to the 74L (74LS381 ALU의 분석 및 등가회로의 설계)

  • Lee, Jae-Seok;Chung, Tae-Sang
    • Proceedings of the KIEE Conference
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    • 2001.11c
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    • pp.153-156
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    • 2001
  • This paper analyzes the 74LS381 ALU and designs its equivalent circuit. The 74LS381 ALU is arithmetic logic units(ALUs)/function generators that perform eight binary arithmetic/logic operations on two 4-bit words. However there are only little information to understand and design this circuit. Thus, we not only analyzed it but also designed an equivalent circuit to the 74LS381.

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Digital Logic System Design based on Directed Cyclic graph (다이렉트사이클릭그래프에 기초한 디지털논리시스템 설계)

  • Park, Chun-Myoung
    • The Journal of the Institute of Internet, Broadcasting and Communication
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    • v.9 no.1
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    • pp.89-94
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    • 2009
  • This paper proposes the algorithms that design the highly digital logic circuit and assign the code to each node of DCG(Directed Cyclic Graph) of length ${\zeta}$. The conventional algorithm have some problems, so this paper introduce the matrix equation from DCG of length ${\zeta}$ and proposes highly digital logic circuit design algorithms according to the DCG of length ${\zeta}$. Using the proposed circuit design algorithms in this paper, it become realized that was able to design from former algorithm. Also, making a comparison between the circuit using former algorithm and this paper's, we testify that proposed paper's algorithm is able to realize more optimized circuit design. According to proposed circuit design algorithm in this paper, it is possible to design current that DCG have natural number, so it have the following advantages, reduction of the circuit input/output digits, simplification of circuit composition, reduction of computation time and cost. And we show comparability and verification about this paper's algorithm.

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Oscillation Frequency Estimation for Detecting Feedback Bridging Faults

  • Hashizume, Masaki;Inou, Nobuyuki;Yotsuyanagi, Hiroyuki;Tamesada, Takeomi
    • Proceedings of the IEEK Conference
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    • 2002.07c
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    • pp.1980-1983
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    • 2002
  • When a feedback bridging fault is activated in a circuit, logical oscillation may occur at a signal line. If the oscillation appears, the fault may not be detected by logic testing. In order to detect such bridging faults, output logic values of the circuit should be measured at higher frequency than frequency of the logical oscillation. In this paper, a method fur estimating the maximum frequency of logical oscillation is proposed to detect such bridging faults in a circuit by logic testing. Also, it is shown by some experiments that such bridging faults can be detected by measuring output logic values at the frequency obtained by the method.

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The Design and Implementation of a Graphical Education System on the Structure and the Operation of ALU (ALU 구조와 단계별 연산과정을 그래픽 형태로 학습하는 교육 시스템의 설계 및 구현)

  • Ahn, Syung-Og;Nam, Soo-Jeong
    • The Journal of Engineering Research
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    • v.2 no.1
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    • pp.31-37
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    • 1997
  • This paper describes the design and implementation of 8 bit ALU graphic simulator which helps students who study the structure and operation course of general ALU. ALU of this paper consists of three parts, arithmetic circuit, logic circuit, and shifter. Each of them performs as follows. Arithmetic circuit performs arithmetic operation such as addition, subtraction, 1 increment, 1 decrement, 2's complement, logic circuit performs logic operation such as OR, AND, XOR, NOT, and shifter performs shift operation and transfers the result of circuits of arithmetic, logic to data bus. The instructions which relate to these basic ALU functions was selected from Z80 instructions and ALU circuit was designed with those instructions and this designed ALU circuit was implemented on graphic screen. And all state of this data operation course in ALU was showed by bit and logic gate unit.

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Analysis of Positive Logic and Negate Logic in 1bit adder and 4 bit adder 74LS283 (1bit 전 가산기와 4bit 덧셈 연산기 74LS283에서 의정 논리와 부 논리에 대한 분석)

  • Chung, Tong-Ho;Chung, Tea-Sang;You, Jun-Bok
    • Proceedings of the KIEE Conference
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    • 2000.11d
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    • pp.781-783
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    • 2000
  • 1bit full adder have 3 input (including carry_in) and 2 outputs(Sum and Carry_out). Because of 1 bit full adder's propagation delay. We usually use 4-bit binary full adder with fast carry, 74LS283. The 74LS283 is positive logic circuit chip. But the logic function of binary adder is symmetrical, so it can be possible to use it not only positive logic but also the negative logic. This thesis use symmetrical property. such as $C_{i+1}(\bar{a_i}\bar{b_i}\bar{c_i})=C_{i+1}{\bar}(a_i,\;b_i,\;c_i)$ and $S_i(\bar{a_i}\bar{b_i}\bar{c_i})=\bar{S_i}(a_i,\;b_i,\;c_i)$. And prove this property with logic operation. Using these property, the 74LS283 adder is possile as the negation logic circuit. It's very useful to use the chip in negative logic. because many system chip is negative logic circuit. for example when we have negative logic chip with 74LS283. we don't need any not gate for 74LS283 input, and just use output of adder(74LS283) as the negation of original output.

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