Abstract
The cross-bar is the fastest switching architecture for multiprocessor system, yet the most expensive in terms of hardware cost. The hardware complexity is of order O(n 2 w) wheren is the number of processors and w is width of the data path. In this paper we present a novel reconfigurable architecture where the hardware cost isreducedto O(w(n/k) 2) while maintaining the same operating speedmost of the time, k is the reduction factor. The approach bases on a cache-likeconnectivity table . This table controls the reconfigurable data path of the cross bar. A hit in the connectivity table results in a direct connection of unit delay while a miss result in a miss penalty for updating the connectivity table. We assume that the local and spatial locality principles are applicable for this class of switching networks.
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References
Denneau, M.M.: The Yorktown Simulation Engine. In: Proc. 19th Design Automation Conference, pp. 55–59 (1982)
Broomell, G., Heath Jr.: An Integrated-Circuit Crossbar Switch System Design. In: Int. Conf. on Distributed Computing, April 1984, pp. 278–287 (1984)
Barber, F.E., et al.: A 64 x17 Non-blocking Crosspoint Design. In: Int. Solid State Circ. Conf., Febuary 1988, pp. 116–117 (1988)
Butner, S.E., et al.: A Fault-Tolerant GaAs/CMOS Interconnection Network for Scaleable Multiprocessors. IEEE Journal of Solid State Circuit 26(5), 692–704 (1991)
Chen, D.C., et al.: A Reconfigurable Multiprocessor IC for Rapid Prototyping of Algorithmic- Specific High-Speed DSP Data Paths. IEEE Jou. of Solid State Circuits 27(12), 1895–1992 (1992)
Quatember, B.: Concept of a Crossbar Switch for Large-Scale Multiple Processor Systems in the Field of Process Control. In: Proc. 18th Parallel Computing, pp. 1415–1431 (1992)
Adams, L.: Iterative Algorithms for Large Sparse Linear Systems on Parallel Computers, Ph.D. Thesis, University of Virgina (1982)
Arvind, Bryant, R.: Parallel Computers for Partial Differential Equations Simulation. In: Proc. Scientific Computer Information Exchange Meeting, Livermore, CA, pp. 94–102 (1979)
Evans, D.: On the Numerical Solution of Sparse Systems of Finite Element Equations. In: Whiteman, J.R. (ed.) Mathematics of Finite Elements and Applications III, Mafelap 1978 Conference Proceedings, pp. 448–458. Academic Press, New York (1978)
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© 1999 Springer-Verlag Berlin Heidelberg
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Caohuu, T., Le, T.T., Glesner, M., Becker, J. (1999). Dynamically Reconfigurable Reduced Crossbar: A Novel Approach to Large Scale Switching. In: Lysaght, P., Irvine, J., Hartenstein, R. (eds) Field Programmable Logic and Applications. FPL 1999. Lecture Notes in Computer Science, vol 1673. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-540-48302-1_61
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DOI: https://doi.org/10.1007/978-3-540-48302-1_61
Publisher Name: Springer, Berlin, Heidelberg
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