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ADVANCED KALMAN
FILTERING, LEAST-SQUARES
AND MODELING
About the Cover
The watercolor portrait of Carl Friedrich Gauss was made by J.C.A. Schwartz in 1803 (photo courtesy
of Axel Wittmann, copyright owner). This is the decade when Gauss fi rst used the least squares method
to determine orbits of asteroids and comets. The 1963 picture of Rudolf Kalman in his offi ce at the
Research Institute for Advanced Studies was taken after he fi rst published papers describing the Kalman
fi lter (photo courtesy of Rudolf Kalman, copyright owner). The GPS IIF spacecraft is the latest opera-
tional version of the spacecraft series (picture courtesy of The Boeing Company, copyright owner). The
GPS ground system uses a Kalman fi lter to track the spacecraft orbits and clock errors of both the
spacecraft and ground monitor stations. A least squares fi t is used to compute the navigation message
parameters that are uplinked to the spacecraft and then broadcast to user receivers. GPS receivers typi-
cally use a Kalman fi lter to track motion and clock errors of the receiver. The plot shows the root-mean-
squared user range error (URE) for 29 GPS satellites operational in 2005. Those URE values were
computed using smoothed GPS orbit and clock estimates as the “truth” reference (see Example 9.6 of
Chapter 9).
ADVANCED KALMAN
FILTERING, LEAST-SQUARES
AND MODELING
A Practical Handbook
BRUCE P. GIBBS
Carr Astronautics, Inc.
A JOHN WILEY & SONS, INC., PUBLICATION
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资源评论
- somebodykiss2012-12-04此文甚妙,妙不可言。
- cc12345cc2015-06-29经典书籍,学习数据处理的人可好好看看
- andysyz2013-06-24这本书 很好 比大部分国内的滤波书籍讲的要细腻
yzzhou_ces
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