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DepthOptimal Incremental Mapping for Field Programmable Gate Arrays

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Title: DepthOptimal Incremental Mapping for Field Programmable Gate Arrays


1
Depth-Optimal Incremental Mapping for Field
Programmable Gate Arrays
  • Hui Huang
  • Stanford University

Jason Cong Univ. of California, Los Angeles
This work was done when Mr. Huang was with
UCLA Supported by Actel, Lucent, Quickturn and
Xilinx under California MICRO Program
2
Introduction
  • System design is an incremental and iterative
    process
  • Systems are becoming larger
  • Runtime reconfiguration system
  • need fast compilation technique
  • go incremental!

This work is a part of an overall effort at UCLA
in developing a highly efficient incremental
compilation system for FPGAs
3
Incremental Design Flow
4
Incremental Mapping
  • Given
  • Original netlist and its mapping solution
  • Incremental changes
  • Add/delete a gate
  • Add/delete an edge
  • Change the functionality of a node
  • The combination of the above
  • Output
  • New mapping solution

5
Objectives of Incremental Mapping
  • Preservability
  • Preserve as much information as possible
  • Efficiency
  • Perform as fast as possible
  • Quality
  • Maintain depth optimality

6
Review of FlowMap Algorithm Cong Ding ICCAD
92
Depth optimal mapping algorithm in quadratic
runtime node label min mapping depth of the node
7
Review of FlowMap Algorithm Cong Ding ICCAD
92
  • Depth optimal mapping algorithm in quadratic
    runtime
  • node label min mapping depth of the node
  • Labeling the network
  • compute label(v) in topological order from PIs
  • flow based cut computation
  • Mapping solution generation
  • Inefficient for incremental mapping

8
Overview of Our Incremental Mapping Algorithm
  • Incremental Label Updating
  • Topological order, from PI to PO
  • Identify nodes whose labels will not change
  • Re-label others
  • Incremental Mapping Solution Generation
  • Need to generate new LUTs for re-labeled nodes

9
Incremental Label Update
  • Naïve approach
  • Re-label all nodes on the transitive fan-out graph

10
Incremental Label Update
  • Refined Approach
  • If no edges were removed
  • no need to re-label ns fan-outs if
  • label(n) unchanged, and
  • n was not inside any LUT

11
Early Stopping of Re-labeling
If we re-label u, then we need to re-label v
x
w
v
If label(w) not change, do we need to re-label x?
u
- No
12
Incremental Mapping Solution Generation
  • Mark POs as visible.
  • Mark re-labeled nodes as need re-map
  • From PO to PI do
  • If v is visible and needs re-map
  • generate LUT(v)
  • foreach node u ? input(LUT(v))
  • mark u as visible
  • mark u as need re-map if u?old mapping solution

13
Example
need re-map
x
visible
both visible and need re-map
w
other
y
v
u
14
Experiment Result
Average Speedup (FlowMap1.0)
18.7
15.2
6.4
15
Experiment Result (Contd)
  • Percentage of Modified LUT/Edge
  • 3.5 LUTs, 2.3 edges

16
Conclusion and Future Work
  • Fast (Efficiency)
  • Only affects small area (Preservability)
  • Depth Optimal (Quality)
  • Incremental Place Route
  • Support for non-unit delay models

17
Thank You!
http//cadlab.cs.ucla.edu
18
Experiment ResultSummary
  • Average Speedup
  • Without edge removals 23.1x
  • With edge removals 8.82x
  • Overall 14x
  • Percentage of Modified LUT/Edge
  • Without edge removals 2.5 LUTs, 1.6 edges
  • With edge removals 3.5 LUTs, 2.3 edges

19
Experiment Result
Average Speedup (FlowMap1.0)
161
111
18.7
15.2
9.6
6.4
20
Experiment Result (Contd)
  • Percentage of Modified LUT/Edge
  • Without edge removals 2.5 LUTs, 1.6 edges
  • With edge removals 3.5 LUTs, 2.3 edges
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