Global Positioning System Reference
In-Depth Information
[5]
Marquis, W., “Increased Navigation Performance from GPS Block IIR,” NAVIGATION:
Journal of The Institute of Navigation, Vol. 50, No. 4, Winter 2003-2004.
[6]
Taylor, J., and E. Barnes, “GPS Current Signal-In-Space Performance,” ION 2005 Annual
Technical Meeting , San Diego, CA, January 24-26, 2005.
[7]
Marquis, W., and C. Krier, Examination of the GPS Block IIR Solar Pressure Model ,
ION-GPS-2000, Salt Lake City, UT, September 2000.
[8]
Swift, E. R., GPS REPORTS: Radiation Pressure Scale and Y-Axis Acceleration Estimates
for 1998-1999 , Naval Surface Warfare Center, report #3900 T10/006, March 9, 2000.
[9]
Hartman, T., et al., “Modernizing the GPS Block IIR Spacecraft,” ION-GPS-2000, Salt
Lake City, UT, September 2000.
[10]
Marquis, W., “M Is for Modernization: Block IIR-M Satellites Improve on a Classic,” GPS
World Magazine , Vol. 12, No. 9, September 2001, pp. 38-44.
[11]
Parkinson, B., et al., Global Positioning System: Theory and Applications , Vol. I, Washing-
ton, D.C.: American Institute of Aeronautics and Astronautics, 1996.
[12]
Brown, K., et al., “L-Band Anomaly Detection in GPS,” Proc. of the 51st Annual Meeting,
Inst. of Navigation , Washington, D.C., 1995.
[13]
Hay, C., and J. Wong, “Improved Tropospheric Delay Estimation at the Master Control
Station,” GPS World , July 2000, pp. 56-62.
[14]
Mendicki, P., “GPS Ground Station Coverage—Visibility Gap Analysis,” Aerospace Cor-
poration, October 2002, unpublished.
[15]
“GPS OCS Mathematical Algorithms, Volume GOMA-S,” DOC-MATH-650, Opera-
tional Control System of the NAVSTAR Global Positioning System, June 2001.
[16]
Cappelleri, J., C. Velez, and A. Fucha, Mathematical Theory of the Goddard Trajectory
Determination System, Goddard Space Flight Center, April 1976.
[17]
Springer, T., Modeling and Validating Orbits and Clocks Using the Global Positioning Sys-
tem , Ph.D. Dissertation, Astronomical Institute, University of Bern, November 1999.
[18]
Maybeck, P. S., Stochastic Models, Estimation and Control , Vol. 1, New York: Academic
Press, 1979.
[19]
Bierman, G. J., Factorization Methods for Discrete Sequential Estimation , Orlando, FL:
Academic Press, 1977.
[20]
“GPS OCS Mathematical Algorithms, Volume GOMA-E,” DOC-MATH-650, Opera-
tional Control System of the NAVSTAR Global Positioning System, June 2001.
[21]
Buisson, J., “NAVSTAR Global Positioning System: Quarterly Reports,” Naval Research
Laboratory, Quarterly, Washington, D.C., July 31, 2004.
[22]
Van Dierendonck, A., and R. Brown, “Relationship Between Allan Variances and Kalman
Filter Parameters,” Proc. of 16th Annual PTTI Meeting , Greenbelt, MD, 1984.
[23]
Hopfield, H., “Tropospheric Effects on Electromagnetically Measured Range, Prediction
from Surface Water Data,” Radio Science , Vol. 6, No. 3, March 1971, pp. 356-367.
[24]
Black, H., “An Easily Implemented Algorithm for Tropospheric Range Correction,” Jour-
nal of Geophysical Research , Vol. 83, April 1978, pp. 1825-1828.
[25]
Brown, K., “The Theory of the GPS Composite Clock,” Proc. of ION GPS-91 , Institute of
Navigation, Washington, D.C., 1991.
[26]
Senior, K., et al., “Developing an IGS Time Scale,” IEEE Trans. on Ferroelectronics and
Frequency Control, June 2003, pp. 585-593.
[27]
Brown, K., et al., “Dynamic Uploading for GPS Accuracy,” Proc. of ION GPS-97 , Institute
of Navigation, Washington, D.C., 1997.
[28]
Yinger, C., et al., “GPS Accuracy Versus Number of NIMA Stations,” Proc. of ION GPS
03, Institute of Navigation, Washington, D.C., 2003.
[29]
McCarthy, D., (ed.), IERS Technical Note, 21, U.S. Naval Observatory, July 1996.
[30]
Bar-Sever, Y., and D. Kuang, “New Empirically Derived Solar Radiation Pressure Model
for GPS Satellites,” JPL Interplanetary Network Progress Report , Vol. 24-159, November
Search WWH ::




Custom Search