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Sparse Representations for Packetized
    Predictive Networked Control
      Masaaki Nagahara (Kyoto Univ.)
 Daniel E. Quevedo (The Univ. of Newcastle)
Networked Control in Sparse Land
• In networked control, one has to transmit
  control signals through unreliable networks.
• Packetized Predictive Control (PPC) can make
  the system robust against packet dropouts.
• Sparse Representation can effectively
  compress signals without much distortion.
• This work is

  PPC + Sparse Representation
Table of Contents
Table of Contents
Packetized Predictive Control
• Compute a tentative control sequence for a
  finite horizon of future time instants.
• Transmit the sequence as a packet to a buffer.
• If a packet is dropped out, use the control
  stored in the buffer
      [Bemporad(1998), Casavola et al.(2006), Tang-Silva(2009), Quevedo(2007,2011)]




     Controller                Buffer               Plant
Controller   Buffer   Plant
Assumption: The first packet is successfully transmitted to the buffer.




          Controller                 Buffer              Plant
Assumption: The first packet is successfully transmitted to the buffer.
 the 4 values are stored in the buffer.




          Controller                 Buffer              Plant
Assumption: The first packet is successfully transmitted to the buffer.
 the 4 values are stored in the buffer.




          Controller                 Buffer              Plant
Controller   Buffer   Plant
Controller   Buffer   Plant
Packet-dropout occurs!




Controller   Buffer   Plant
Controller   Buffer   Plant
Design of control packets
Table of Contents
Sparsity-Promoting Optimization
Sparsity-Promoting Optimization
Feasible set
Feasible set




Sparse!
Feasible set




Not sparse
Iterative-Shrinkage Algorithm
• The solution of


  can be effectively obtained via a fast algorithm.




                       [Beck-Teboulle, SIAM J. Imag. Sci., 2009]
                       [Zibulevsky-Elad, IEEE SP Mag., 2010]
Iterative-Shrinkage Algorithm
• The solution of


  can be effectively obtained via a fast algorithm.




                       [Beck-Teboulle, SIAM J. Imag. Sci., 2009]
                       [Zibulevsky-Elad, IEEE SP Mag., 2010]
Table of Contents
Stability Analysis
Practical Stability




           Terminal condition
Table of Contents
Examples
Transmitted Control Packets
Histogram of Quantized
  Transmitted Values
             Proposed

             Conventional
Sparsity-promoting (proposed)
Energy-limiting (Conventional)
Sparsity-promoting (proposed)
             Energy-limiting (Conventional)



Proposed method leads to more effective
compression than the conventional method
without much distortion.
Conclusion
Conclusion




Grazie!

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Sparse Representations for Packetized Predictive Networked Control