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Research on GPS High-precision PositioningAlgorithm Based on Constant Velocity Model
Received date: 2014-03-11
Online published: 2025-05-26
In some restricted area, position precision of GPS is not satisfied because the amount of visible satellites is limited. To this dilemma, a novel GPS algorithm based on constant velocity assumption proposed to improve location precision. The target assumed to move with constant velocity, so corresponding GPS positioning model derived. In order to enhance algorithm performance, a biased estimator introduced in the model computation. Theoretic analysis and simulation results verify that this estimator can greatly improve estimation precision, so it has practical values.
Key words: GPS positioning; biased estimation; Cramer-Rao bound; location precision
HONG Yu , WEN Zhixin . Research on GPS High-precision PositioningAlgorithm Based on Constant Velocity Model[J]. Journal of Projectiles, Rockets, Missiles and Guidance, 2015 , 35(1) : 143 -146 . DOI: 10.15892/j.cnki.djzdxb.2015.01.036
| [1] | 袁建平. 卫星导航原理与应用[M]. 北京: 中国宇航出版社, 2003. |
| [2] | Foy W H b. Position-location solutions by Taylor series estimation[J]. IEEE Trans. on AES, 1976, 12(2):183-198. |
| [3] | STEPHEN BANCROFT. An algebraic solution of the GPS e-quations[J]. IEEE Trans. on AES, 1985(7):224-232. |
| [4] | A LLOYD O KRAUSE. Direct solution to GPS type naviga-tion equations[J]. IEEE Trans. on AES, 1987, 23(2):225-232. |
| [5] | Abel. Existence and uniqueness of GPS solutions[J]. IEEE Trans. on AES, 1991, 27(6):952-956. |
| [6] | Simon JJ, Jeffrey K U. A new extension of the kalman fil-ter to nonlinear systems[C] // The 11th Int Symposium Aerospace/Defense Sensing, Simulation and Controls, Orlando, FL, USA, 1997. |
| [7] | Mao X C, Wada M, Hashimoto H. Nonlinear filtering algo-rithms for GPS using pseudo range and Doppler shift meas-urements[C] // The IEEE 5th International Conference on Intelligent Transportation Systems, Singapore, 2002. |
| [8] | 覃超, 刘向东, 靳永强. 基于星敏感器和GPS 伪距差分的相对状态确定[J]. 宇航学报, 2008, 29(3):868-872. |
| [9] | 王康, 刘莉, 杜小菁, 等. 基于UKF 的GPS 定位算法[J]. 宇航学报, 2011, 32(4):795-801. |
| [10] | RJ Kelly. Reducing geometric dilution of precision[J]. Using Ridge Regression IEEE Trans. on AES, 1990, 26(1):154 168. |
| [11] | Chaffee J, Abel J. GDOP and the cramer-rao bound[C] // Proceedings of 1994 Position, Location and Navigation Symposium (PLANS), 1994. |
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