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Current Advances in Parallel Logic Simulation

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Volume 9 |Article ID 018373 | https://doi.org/10.1155/1999/18373

Hong K. Kim, Jack Jean, "Concurrency Preserving Partitioning Algorithm for Parallel Logic Simulation", VLSI Design, vol. 9, Article ID 018373, 18 pages, 1999. https://doi.org/10.1155/1999/18373

Concurrency Preserving Partitioning Algorithm for Parallel Logic Simulation

Received26 May 1998


A partitioning algorithm for parallel discrete event gate-level logic simulations is proposed in this paper. Unlike most other partitioning algorithms, the proposed algorithm preserves computation concurrency by assigning to processors circuit gates that can be evaluated at about the same time. As a result, the improved concurrency preserving partitioning (iCPP) algorithm can provide better load balancing throughout the period of a parallel simulation. This is especially important when the algorithm is used together with a Time Warp simulation where a high degree of concurrency can lead to fewer rollbacks and better performance. The algorithm consists of three phases and three conflicting goals can be separately considered so to reduce computational complexity.To evaluate the quality of partitioning algorithms in terms of preserving concurrency, a concurrency metric that requires neither sequential nor parallel simulation is proposed. A levelization technique is used in computing the metric so to determine gates which can be evaluated at about the same time. A parallel gate-level logic simulator is implemented on an INTEL Paragon and an IBM SP2 to evaluate the performance of the iCPP algorithm. The results are compared with several other partitioning algorithms to show that the iCPP algorithm does preserve concurrency pretty well and reasonable speedup may be achieved with the algorithm.

Copyright © 1999 Hindawi Publishing Corporation. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

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