A Self-Reconfigurable Gate Array Architecture

  • Authors:
  • Reetinder P. S. Sidhu;Sameer Wadhwa;Alessandro Mei;Viktor K. Prasanna

  • Affiliations:
  • -;-;-;-

  • Venue:
  • FPL '00 Proceedings of the The Roadmap to Reconfigurable Computing, 10th International Workshop on Field-Programmable Logic and Applications
  • Year:
  • 2000

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Abstract

This paper presents an innovative architecture for a reconfigurable device that allows single cycle context switching and single cycle random access to the unified on-chip configuration/data memory. These two features are necessary for efficient self-reconfiguration and are useful in general as well--no other device offers both features. The enhanced context switching feature permits arbitrary regions of the chip to selectively context switch--its not necessary for the whole device to do so. The memory access feature allows data transfer between logic cells and memory locations, and also directly between memory locations. The key innovation enabling the above features is the use of a mesh of trees based interconnect with logic cells and memory blocks at the leaf nodes and identical switches at other nodes. The mesh of trees topology allows a logic cell to be associated with a pair of switches. The logic cell and the switches can be placed close to the memory block that stores their configuration bits. The physical proximity enables fast context switching while the mesh of trees topology permits fast memory access. To evaluate the architecture, a point design with 8 × 8 logic cells was synthesized using a standard cell library for a 0.25 µm process with 5 metal layers. Timing results obtained show that both context switching and memory access can be performed within a 10 ns clock cycle. Finally, this paper also illustrates how self-reconfiguration can be used to do basic routing operations of connecting two logic cells or inserting a logic cell by breaking an existing connection--algorithms (implemented as configured logic) to perform the above operations in a few clock cycles are presented.