Adaptive coding for transmission of position information over the limited-band communication channel

IFAC Proceedings Volumes (IFAC-PapersOnline)

Volumn 9, Issue PART 1, 2007, Pages 447-452

  Andrievsky, Boris ^a  

^a INSTITUTE OF PROBLEMS OF MECHANICAL ENGINEERING   (Russian Federation)

Author keywords

Band limited communication channels; Observer based synchronization; Track fusion

Indexed keywords

COMMUNICATION CHANNELS (INFORMATION THEORY);

BANDLIMITED COMMUNICATION; DESIGN PARAMETERS; OBJECT POSITION ESTIMATES; OBSERVER-BASED SYNCHRONIZATIONS; POSITION INFORMATION; SECOND DERIVATIVES; TRACK FUSION; TRANSMISSION DATA RATE;

SIGNAL PROCESSING;

EID: 79961057844     PISSN: 14746670     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.3182/20070829-3-ru-4911.00069     Document Type: Conference Paper

References (17)

1. Andrievsky, B., A. L. Fradkov and D. Peaucelle (2007). State estimation over the limited-band communication channel for pitch motion control of LAAS Helicopter benchmark. In: Proc. 17th IFAC Symp. Aut. Contr. Aerospace (ACA'2007). Toulouse, France.
2. Brockett, R. W. and D. Liberzon (2000). Quantized feed-back stabilization of linear systems. IEEE Trans. Automat. Contr. 45, 1279-1289.
3. Evans, R., V. Krishnamurthy, G. Nair and L. Sciacca (2005). Networked sensor management and data rate control for tracking maneuvering targets. IEEE Trans. Signal Processing 53(6), 1979-1991. (Pubitemid 40843756)
4. Fradkov, A. L., B. Andrievsky and R. J. Evans (2006). Chaotic observer-based synchronization under information constraints. Physical Review E 73, 066209.
5. Gomez-Estern, F., C. Canudas de Wit, F. R. Rubio and J. M. Fornés (2007). Adaptive delta-modulation coding for networked controlled systems. In: Proc. Amer. Contr. Conf. N. Y., USA. FrA20. 6.
6. Goodman, D. J. and A. Gersho (1974). Theory of an adaptive quantizer. IEEE Trans. Commun. COM- 22(8), 1037-1045.
7. La Scala, B. and R. J. Evans (2005). Minimum necessary data rates for accurate track fusion. In: Proc. 44th Conf. Dec. Contr., Europ. Contr. Conf. Seville, Spain. pp. 6966-6971.
8. Liberzon, D. (2003). Hybrid feedback stabilization of systems with quantized signals. Automatica 39, 1543- 1554.
9. Malyavej, V. and A. V. Savkin (2005). The problem of optimal robust Kalman state estimation via limited capacity digital communication channels. Systems & Control Letters 54, 283-292. (Pubitemid 40183509)
10. Malyavej, V., I. R. Manchester and A. V. Savkin (2006). Precision missile guidance using radar/multiple-video sensor fusion via communication channels with bit-rate constraints. Automatica 42, 763-769.
11. Matveev, A. S. and A. V. Savkin (2004). An analogue of Shannon information theory for networked control systems: State estimation via a noisy discrete channel. In: Proc. 43rd IEEE Conf. Dec. Control (CDC'04). Vol. 4. Atlantis, Bahamas. pp. 4485-4490. (Pubitemid 40287112)
12. Mušicki, D., R. J. Evans, A. L. Fradkov and B. Andrievsky (2006). Minimum data rate required to transmit position information. In: Proc. XIII Intern. Conf. on Integrated Navigation Systems. Elektropribor, 29-31 May, St. Petersburg. pp. 151-152.
13. Nair, G. N. and R. J. Evans (1997). State estimation via a capacity-limited communication channel. In: Proc. 36th IEEE Conf. Dec. Control (CDC'97). Vol. 1. San Diego, Cal., USA. pp. 866-871.
14. Nair, G. N. and R. J. Evans (2003). Exponential stabilisability of finite-dimensional linear systems with limited data rates. Automatica 39, 585-593.
15. Nair, G. N. and R. J. Evans (2004). Stabilizability of stochastic linear systems with finite feedback data rates. SIAM J. Control Optim. 43(2), 413-436.
16. Sciacca, L. J. and R. J. Evans (2002). Cooperative sensor networks with bandwidth constraints. In: Proc. SPIE AeroSense Conf. Orlando, FL.
17. Wong, W. S. and R. W. Brockett (1997). Systems with finite communication bandwidth constraints - Part I: State estimation problems. IEEE Trans. Automat. Contr. 42(9), 1294-1299. (Pubitemid 127760904)