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Determination of Optimum Filter Parameters for α-β-γ Filtering

Pages 93-95 | Received 09 Oct 1980, Published online: 11 Jul 2015

REFERENCES

  • Schooler (C C). Optimal Filters for Systems with Modelling Inaccuracies. IEEE Trans. AES-11, 6; 1975; 1300–1306.
  • Singer (RA) & Behnke (KW). Real Time Tracking Filter Evaluation and Selection for Tactical Applications. IEEE Trans. AES-7, 1; 1971; 100–110.
  • Benedict (T R) & Bordner (CW). Synthesis of an Optimal Set of Radar Track-While-Scan Smoothing Equations. IRE Trans. AC-7, 4; 1962; 27–32.
  • Kanyuck (A J). Transient Response of Tracking Filters with Randomly Interrupted Data. IEEE Trans. AES-6, 3; 1970; 313–323.
  • Quigley (A L C)& Holmes (J E). The Development of Algorithms for the Formation and Updating of Tracks, AS WE, WP-XPC-7512, 1976.
  • Cadzow (JA). Discrete Time Systems. Prentice-Hail Inc. New Jersey 1973, P 272–279.
  • Singer (R A). Estimating Optimal Tracking Filter Performance for Manned Manoeuvering Targets. IEEE Trans. AES-6, 4; 1970; 473–483.
  • Ramachandra (K V). Estimation of Optimum Steady-State Position, Velocity and Acceleration from the Noisy Sampled Position Data. Electro Technology. 23, 3; 1979; 53–59.
  • Ramachandra (K V) & Srinivasan (V S). Steady-State Results for the X, Y. Z Kalman Tracking Filter. IEEE Trans. AES-13, 4; 1977; 419–423.
  • Ramachandra (K V). Steady-State Covariance Matrix Determination for a Three-Dimensional Kalman Tracking Filter. IEEE Trans. AES-15, 6; 1979; 887–889.
  • Ramachandra (K V). Velocity Estimation from the Position Outputs of a Three-Dimensional Radar. IEEE Trans. AES-15, 2; 1979; 281–284.

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