Titlebook: GPS; Theory, Algorithms a Guochang Xu Book 20072nd edition Springer-Verlag Berlin Heidelberg 2007 Adjustment and Filtering.Ambiguity Resolu

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Introduction,ker 1996). The first GPS satellite was launched in 1978, and the system was fully operational in the mid-1990s. The GPS constellation consists of 24 satellites in six orbital planes with four satellites in each plane. The ascending nodes of the orbital planes are equally spaced by 60 degrees. The or

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Physical Influences of GPS Surveying, and ocean loading tide effects, clock errors, antenna mass centre and phase centre corrections, multipath effects, anti-spoofing and historical selective availability, as well as instrumental biases. Theories, models and algorithms are discussed in detail.

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Perturbed Orbit and its Determination,and the Moon, and the drag force of the atmosphere. They are also affected by solar radiation pressure, Earth and ocean tides, general relativity effects (cf.Chap.5)as well as coordinate perturbations. Equations of satellite motion have to be represented by perturbed equations. In this chapter, afte

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S and Galileo systems.Combines a theoretical basis with pracAfter the first edition of this book was published at the end of 2003, I was very happy to put the hard work of book writing behind me and concentrate myself with my small team on the development of a multi-functional GPS/Galileo software (

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Thermodynamics and Statistical Physicsd be a new one. Correct cycle slip detection becomes a guarantee for a correct ambiguity parameterisation. After the discussion of cycle slip detection, emphasis given to the integer ambiguity resolution problem includes the criteria of the integer ambiguity search. The historical ambiguity function method is also outlined and discussed.

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Cycle Slip Detection and Ambiguity Resolution,d be a new one. Correct cycle slip detection becomes a guarantee for a correct ambiguity parameterisation. After the discussion of cycle slip detection, emphasis given to the integer ambiguity resolution problem includes the criteria of the integer ambiguity search. The historical ambiguity function method is also outlined and discussed.