2020
DOI: 10.1007/s00190-019-01340-z
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Optimizing schedules for the VLBI global observing system

Abstract: Very long baseline interferometry (VLBI) scheduling is a challenging optimization problem. With the development of the new VLBI global observing system (VGOS) consisting of smaller but very fast slewing antennas, new opportunities arise. In this work, we give a deep insight into optimized VGOS scheduling using a newly developed VLBI scheduling software called VieSched++, and we show how different scheduling parameters and approaches affect the precision of geodetic results. Therefore, the results of over one t… Show more

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Cited by 14 publications
(12 citation statements)
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“…The ZWD and gradients are varying phenomena and as such have to be parametrized in a way that allows for temporal variability while keeping the number of estimated parameters low in order to maintain an overdetermined equation system. This can be achieved by using piecewise linear offsets (PWLO) for the parametrization of the ZWD and gradients (Schuh and Böhm, 2013). PWLO are based on offsets at certain reference epochs and linear interpolation in between.…”
Section: Tropospheric Delay Parametrizationmentioning
confidence: 99%
See 4 more Smart Citations
“…The ZWD and gradients are varying phenomena and as such have to be parametrized in a way that allows for temporal variability while keeping the number of estimated parameters low in order to maintain an overdetermined equation system. This can be achieved by using piecewise linear offsets (PWLO) for the parametrization of the ZWD and gradients (Schuh and Böhm, 2013). PWLO are based on offsets at certain reference epochs and linear interpolation in between.…”
Section: Tropospheric Delay Parametrizationmentioning
confidence: 99%
“…Subsequently a first global solution was calculated by solving all sessions together in a multi-year solution. The global solution uses a combination of the datum free normal equation matrices of the single session analysis to estimate parameters with higher accuracy (Schuh and Böhm, 2013). The geodetic datum for the global solution was defined in an unconstrained adjustment by fixing some parameters to their a priori values, as described in Sect.…”
Section: Station Coordinate Estimationmentioning
confidence: 99%
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