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Robust relative navigation for small satellites using line-of-sight measurements
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ELİF KOÇ-İmza Sayfası ve Beyan.pdf
Date
2026-1
Author
Koç, Elif
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Relative navigation is essential for small-satellite formation flying, rendezvous, and docking. Reliable state estimation must be achieved with limited sensing and nonideal measurements. This thesis investigates robust multiplicative extended Kalman filtering for camera-aided relative navigation using line-of-sight (LOS) unit-vector measurements. A relative dynamics model is fused with LOS observations to estimate relative position, velocity, and attitude, along with gyroscope biases, in a two-spacecraft scenario. The deputy (chaser) carries an onboard monocular camera, and the chief (target) is equipped with active light sources (beacons) that enable LOS-based measurement construction. A multiplicative attitude error representation is used to preserve quaternion consistency and improve numerical stability. Robustness is incorporated to mitigate the effects of faulty LOS observations through adaptive measurement downweighting, and two robustness mechanisms are considered: a single global scale factor and multiple scale factors applied at the beacon level. Simulation studies under nominal and biased-measurement scenarios demonstrate that robust filtering improves estimation accuracy and consistency under directional measurement faults, with the multi-scale formulation providing the greatest benefit when only a subset of beacons is corrupted, while the single-scale formulation is competitive under common-mode corruption. These results support robust close-proximity operations for small satellites.
Subject Keywords
Relative Navigation
,
Line-of-Sight Measurements
,
Small Satellites
,
Robust Multiplicative Extended Kalman Filter
,
Pose Estimation
URI
https://hdl.handle.net/11511/118778
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Graduate School of Natural and Applied Sciences, Thesis
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E. Koç, “Robust relative navigation for small satellites using line-of-sight measurements,” M.S. - Master of Science, Middle East Technical University, 2026.