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RC line model for interconnect delay. Optimal repeater sizing and ... Via resistance from buffer insertion neglected. Critical Path Delay Estimation. 11/06/2000 ... – PowerPoint PPT presentation

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Title: Outline


1
Effects of Global Interconnect Optimizations on
Performance Estimation of Deep Sub-Micron Design
Yu Cao, Chenming Hu, Xuejue Huang, Andrew B.
Kahng, Sudhakar Muddu, Dirk Stroobandt, Dennis
Sylvester
2
Outline
  • Introduction
  • Study implementation
  • Global interconnect optimization issues
  • Inductance effect
  • Wire sizing
  • Repeater insertion
  • Via parasitics
  • Conclusions

3
Performance Prediction
  • Performance estimated from critical path analysis
  • Previous prediction assumes
  • RC line model for interconnect delay
  • Optimal repeater sizing and ideal placement
  • Switch factor bounded by 0,2
  • Design constraints excluded, such as noise
    margin, delay uncertainty and area cost
  • Via resistance from buffer insertion neglected

4
Study Implementation
  • GSRC Technology Extrapolation (GTX) Engine as
    study framework
  • http//vlsicad.cs.ucla.edu/GSRC/GTX
  • Typical 0.18µm device technology and 15mm copper
    global interconnect, line thickness1.3µm

5
Inductance Effect on Line Delay
  • Line behavior is RLC dominant when b12-4b2lt0,
  • where b1RsCRsCLRCL, b2RsC2/6RsRCCL/2RC2/24
    R2CCL/6LCLCL

6
Shielding Technology
One Side Shielding (1S)
Two Side Shielding (1S)
No Shielding (NS)
Vdd/GND Lines
Signal Lines
  • Shielding is helpful to define the current return
    path for inductance coupling and to reduce
    crosstalk noise
  • Cost Signal wire pitch x Repeater sizing factor
    x Number of repeaters

7
Shielding Cost Optimization
  • Variables for cost optimization repeater size,
    number of repeaters, wire width and spacing
  • Cost Optimization Constrains Line Delay lt 1ns
    Noise peak lt 20 Vdd Transition time lt 500ps
    Delay uncertainty (?)
  • Ignoring inductance can overestimate chip cost
    (gt20)

8
Wire Size Optimization
  • Formula Wopt(l)Rin(Cfl2CL)/(2RDCa)1/2
  • Formula has up to 30 error from RLC model
  • J. Cong and D.Z. Pan, Interconnect Estimation
    and Planning for Deep Submicron Designs, Proc.
    DAC, 1999, pp. 507-510

9
Repeater Size Optimization
  • Bakoglu sizing SRDCint/(RintCin)1/2
  • Simple sizing expression overestimates optimal
    repeater size

10
Repeater Placement Uncertainty
Lseg
Lseg
eLseg
  • Repeater placement uncertainty e has a large
    impact on peak noise (up to gt70) but little
    impact on delay (lt5)

11
Staggered Insertion of Repeaters
Normal (non-staggered) Repeater Insertion
Staggered Repeater Insertion
  • Staggered insertion significantly reduces peak
    noise and almost eliminates delay uncertainty
  • A. B. Kahng, S. Muddu, and E. Sato, Tuning
    Strategies for Global Interconnects in
    High-Performance Deep Submicron ICs, VLSI
    Design 10(1), 1999, pp. 21-34

12
Via Parasitics
  • Via resistance is 47O/via for 0.18µm technology
    (signal line resistance is about 20O/mm)
  • Ignoring via parasitic resistance can introduce
    10-20 underestimation of delay
  • In the future more metal levels will causes
    larger via resistance but copper technology can
    significantly reduce it

13
Conclusions
  • Analytical models need to be carefully applied on
    line delay and noise estimation
  • Conventional models may lead to large error in
    optimal sizing
  • Realistic conditions (layout uncertainty, via
    parasitics, shielding case, etc.) are important
    for correct prediction
  • GTX can be a powerful tool for quantified
    prediction
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