Algorithms for Global Positioning

Hardcover | 10 May 2012 | Edition Number 1

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The emergence of satellite technology has changed the lives of millions of people. In particular, GPS has brought an unprecedented level of accuracy to the field of geodesy. This text is a guide to the algorithms and mathematical principles that account for the success of GPS technology and replaces the authors'' previous work, Linear Algebra, Geodesy, and GPS (1997). An initial discussion of the basic concepts, characteristics and technical aspects of different satellite systems is followed by the necessary mathematical content which is presented in a detailed and self-contained fashion. At the heart of the matter are the positioning algorithms on which GPS technology relies, the discussion of which will affirm the mathematical contents of the previous chapters. Numerous ready-to-use MATLAB codes are included for the reader. This comprehensive guide will be invaluable for engineers and academic researchers who wish to master the theory and practical application of GPS technology.

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Preface and outline
Abbreviations
The mathematics of GPS
A GPS software receiver
Satellite Signals and Coordinate Systems
Essential ideas and applications of GNSS
GNSS signals and modulations
Change of coordinate systems
Optimal Estimates
Random variables and covariance matrices
Random processes
Linear algebra for weighted least squares
Singular normal equations and networks
Kalman filters
Positioning Algorithms
Receiver position from one-way pseudoranges
Differences of one-way observations
Geodesy and Earth Coordinates
Geometry of the ellipsoid
Conformal mappings of the ellipsoid
Glossary
Bibliography
Index of M-files
Index
Table of Contents provided by Publisher. All Rights Reserved.

Algorithms for Global Positioning

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