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Stefan Hackel

Researcher at German Aerospace Center

Publications -  16
Citations -  423

Stefan Hackel is an academic researcher from German Aerospace Center. The author has contributed to research in topics: Orbit determination & Satellite laser ranging. The author has an hindex of 7, co-authored 16 publications receiving 282 citations.

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Precise orbit determination of the Sentinel-3A altimetry satellite using ambiguity-fixed GPS carrier phase observations

TL;DR: A refined strategy for carrier phase generation out of low-level measurements is employed to cope with half-cycle ambiguities in the tracking of the Sentinel-3 GPS receiver that have so far inhibited ambiguity-fixed POD solutions.
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Satellite laser ranging to low Earth orbiters: orbit and network validation

TL;DR: In this article, a parameter estimation approach is presented to investigate systematic orbit errors and it is shown that SLR validation of LEO satellites is not only able to detect radial but also along-track and cross-track offsets.
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Sentinel-1A - First precise orbit determination results

TL;DR: The 5 cm orbit accuracy requirement in 3D is fulfilled according to the results of the orbit comparisons between the different orbit solutions from the QWG, and an error in the given geometry information about the satellite is found.
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Reduced dynamic and kinematic precise orbit determination for the Swarm mission from 4 years of GPS tracking

TL;DR: In this paper, the first 4 years of the Swarm mission have been generated from onboard GPS measurements in a systematic reprocessing using refined models and processing techniques, including macro-models for a more elaborate non-gravitational force modeling (solar radiation pressure, atmospheric drag and lift, earth albedo), as well as carrier phase ambiguity fixing.
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Model improvements and validation of TerraSAR-X precise orbit determination

TL;DR: In this article, the benefits of refined dynamical models on orbit accuracy as well as estimated empirical accelerations and compares different dynamic models in a reduced-dynamic (RD) orbit determination are discussed.