Open Access
1 August 2016 Laser-based removal of irregularly shaped space debris
Stefan Scharring, Jascha Wilken, Hans-Albert Eckel
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Abstract
While the feasibility of laser space debris removal by high energy lasers has been shown in concept studies and laboratory proofs of principle, we address the question of the effectiveness and responsibility associated with this technique. The large variety of debris shapes poses a challenge for predicting amount and direction of the impulse imparted to the target. We present a numerical code that considers variation of fluence throughout the target surface with respect to the resulting local momentum coupling. Simple targets as well as an example for realistic space debris are investigated with respect to momentum generation. The predictability of the imparted momentum is analyzed in a Monte Carlo study. It was found that slight variations of the initial debris position and orientation may yield large differences of the modified trajectories. We identify highly cooperative targets, e.g., spheres, as well as targets that are strongly sensitive to orientation, e.g., plates, and exhibit a poor performance in laser debris removal. Despite limited predictability for the motion of a particular debris object, the laser-based approach appears to be suitable for space debris removal, albeit not with a deterministic but rather with a probabilistic treatment of the resulting trajectory modifications.
CC BY: © The Authors. Published by SPIE under a Creative Commons Attribution 4.0 Unported License. Distribution or reproduction of this work in whole or in part requires full attribution of the original publication, including its DOI.
Stefan Scharring, Jascha Wilken, and Hans-Albert Eckel "Laser-based removal of irregularly shaped space debris," Optical Engineering 56(1), 011007 (1 August 2016). https://doi.org/10.1117/1.OE.56.1.011007
Published: 1 August 2016
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CITATIONS
Cited by 27 scholarly publications and 1 patent.
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KEYWORDS
Pulsed laser operation

Laser ablation

Optical spheres

Optical simulations

Picosecond phenomena

Aluminum

Monte Carlo methods

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