Bibliographic Details
| Title: |
Optimising digital combinational circuit using particle swarm optimisation technique. |
| Authors: |
Ushie, James Ogri1 ushjames@yahoo.com, Abebe Etim, Obu Joseph1 abebeobu@yahoo.com, prosper, Iniobong1 ini2etim@yahoo.com |
| Source: |
Latin-American Journal of Physics Education. Mar2012, Vol. 6 Issue 1, p72-77. 6p. |
| Subject Terms: |
Maxima & minima, Particle swarm optimization, Electronic circuits, Mathematical variables, Mathematical optimization |
| Abstract (English): |
Human methods of circuit minimisation are tedious and limited to systems with four or five numbers of inputs. In order to save time and labour involved in designing digital combinational logic circuit, a standard algorithm that is suitable for digital combinational logic circuit with little modification which handle circuit with more than five inputs variables is developed. Employing MATLAB, the circuits were coded into particles using Particle Swarm Optimisation (PSO) techniques. This was then used to optimise a full-adder circuit. The result obtained, after optimisation for full-adder circuit using PSO technique is shown to have a minimum number of gates (five gates) compared to human designer method which has six gates. [ABSTRACT FROM AUTHOR] |
| Abstract (Spanish): |
Los métodos humanos de minimización de circuitos son tediosos y se limita a los sistemas con cuatro o cinco números de entrada. Con el fin de ahorrar tiempo y mano de obra involucrada en el diseño de circuitos digitales de lógica combinatoria, se desarrollado un algoritmo estándar que es adecuado para el circuito digital de lógica combinatoria con muy pocas modificaciones que se encarga del circuito con más de cinco variables de entrada. Con el empleo de MATLAB, los circuitos fueron codificados en partículas usando técnicas de optimización por enjambre de partículas (PSO). Este se utilizó entonces para optimizar un circuito sumador completo. El resultado obtenido, después de la optimización de circuito sumador completo utilizando la técnica de PSO se demuestra que tienen un número mínimo de puertas (cinco puertas) en comparación con el método de diseño humano que tiene seis puertas. [ABSTRACT FROM AUTHOR] |
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| Database: |
Education Research Complete |