Results 11 to 20 of about 3,825 (195)
Closed-form and iterative weighted least squares solutions of Helmert transformation parameters
The Helmert transformation is the most common transformation between different geodetic systems. In 2-D, in contrast to higher dimensions, it is a well-known procedure how to determine the 4 transformation parameters in a closed form.
Sjöberg L.E.
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In this paper, we propose an approach to determine seven parameters of the Helmert transformation by transforming the coordinates of a continuous GNSS network from the World Geodetic System 1984 (WGS84) to the International Terrestrial Reference Frame ...
Dinh Trong Tran +3 more
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Orbit fitting based on Helmert transformation
Orbit fitting is used in many GPS applications. For example, in Precise Point Positioning (PPP), GPS orbits (SP3 orbits) are normally retrieved either from IGS or from one of its Analysis Centers (ACs) with 15 minutes’ sampling, which is much bigger than the normal observation sampling.
Chen, J., Wang, J.
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Computing Helmert transformations
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Previous studies have not evaluated the systematic errors implied in the third generation of BeiDou-3 Navigation Satellite System (BDS-3) broadcast ephemeris.
Min Li +4 more
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The Central European GNSS Research Network (CEGRN) dataset [PDF]
The Central European GNSS Research Network (CEGRN) collects GNSS data since 1994 from contributors which today include 42 Institutions in 33 Countries.
J. Zurutuza +9 more
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Adjusting a 2D Helmert transformation within a Gauss–Helmert Model with a singular dispersion matrix where BQ is of smaller rank than B [PDF]
The case of a singular dispersion matrix within the Gauss–Helmert Model has been considered before, most recently even allowing the rank of BQ to be smaller than the rank of B. In this contribution the emphasis is shifted towards an illuminating example, the 2D Helmert transformation.
Frank Neitzel, Burkhard Schaffrin
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Evaluation of the GPS Precise Orbit and Clock Corrections from MADOCA Real-Time Products [PDF]
The Japanese Quasi-Zenith Satellite System (QZSS) is a regional navigation satellite system covering the entire Asia-Oceania region. Except for the standard satellite navigation signals, QZSS satellites also broadcast L6E augmentation signals with real ...
Shaocheng Zhang +3 more
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Analiza deformacij s helmertovo transformacijo : Deformation analysis with the helmert transformation [PDF]
In the second half of the previous century, analysis of deformations became a highly interesting subject of research and practical application in industry.
Krešimir Frankić ABSTRACT
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Closed form least-squares solution to 3D symmetric Helmert transformation with rotational invariant covariance structure [PDF]
Chang, Guobin
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