Abstract:
Cellular array models of linear distributed parameter systems are proposed. One of the arrays is a discrete model of diffusion systems. The cells have one-bit variables /...Show MoreMetadata
Abstract:
Cellular array models of linear distributed parameter systems are proposed. One of the arrays is a discrete model of diffusion systems. The cells have one-bit variables /spl isin/{1, -1} and change their values according to a pseudo-random walker rule. Another cellular array is a one-dimensional discrete wave propagation system. The array makes unidirectional waves with spatially distributed three-level variables /spl isin/{1, 0, -1}. Numerical experiment shows that the temporally or spatially averaged behavior of these cellular arrays coincides with the solutions of original diffusion and wave equations within 2.2% of error.
Published in: 10th IEEE International Conference on Electronics, Circuits and Systems, 2003. ICECS 2003. Proceedings of the 2003
Date of Conference: 14-17 December 2003
Date Added to IEEE Xplore: 01 June 2004
Print ISBN:0-7803-8163-7
Faculty of Information Science, Hiroshima City University, Asaminami, Hiroshima, Japan
Faculty of Information Science, Hiroshima City University, Asaminami, Hiroshima, Japan
Faculty of Information Science, Hiroshima City University, Asaminami, Hiroshima, Japan
Faculty of Information Science, Hiroshima City University, Asaminami, Hiroshima, Japan
Contents Faculty of Information Science, Hiroshima City University, Asaminami, Hiroshima, Japan
Faculty of Information Science, Hiroshima City University, Asaminami, Hiroshima, Japan
Faculty of Information Science, Hiroshima City University, Asaminami, Hiroshima, Japan
Faculty of Information Science, Hiroshima City University, Asaminami, Hiroshima, Japan
