A Hybrid Propulsion-Based Mission Architecture for the Removal of Debris from Low-Earth Orbit

Satellite technology has advanced with rising demand from the service sector, but increased accessibility also raises risks to the orbital environment. Space debris in low-Earth orbit (LEO) poses a major threat to satellite operations and access to space. Potential solutions for debris removal include using an onboard propulsion module to deorbit a satellite or employing a robotic arm on a “chaser” satellite to capture and remove debris. This study examines active debris removal from LEO at 2000 km altitude, focusing on a target debris weight of 100 kg and a chaser-satellite mass of 100 kg. The mission’s velocity change was calculated using the Hohmann transfer for different trajectories, and propellant requirements were derived using Tsiolkovsky’s rocket equation: ΔV = Isp × g0 × ln(mf/mi). Several scenarios were considered to assess the mission’s feasibility with respect to debris removal.

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Publication Details

Published
2025-03-07
DOI
https://doi.org/10.3390/engproc2025090004
Primary Topic
Space Satellite Systems and Control
Type
article
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article

A Hybrid Propulsion-Based Mission Architecture for the Removal of Debris from Low-Earth Orbit

Abdul Rahman, Sasi Kiran Palateerdham, Emiliano Ortore, Antonella Ingenito
Space Satellite Systems and Control
article

A Hybrid Propulsion-Based Mission Architecture for the Removal of Debris from Low-Earth Orbit

Abdul Rahman, Sasi Kiran Palateerdham, Emiliano Ortore, Antonella Ingenito
article en

Abstract

Satellite technology has advanced with rising demand from the service sector, but increased accessibility also raises risks to the orbital environment. Space debris in low-Earth orbit (LEO) poses a major threat to satellite operations and access to space. Potential solutions for debris removal include using an onboard propulsion module to deorbit a satellite or employing a robotic arm on a “chaser” satellite to capture and remove debris. This study examines active debris removal from LEO at 2000 km altitude, focusing on a target debris weight of 100 kg and a chaser-satellite mass of 100 kg. The mission’s velocity change was calculated using the Hohmann transfer for different trajectories, and propellant requirements were derived using Tsiolkovsky’s rocket equation: ΔV = Isp × g0 × ln(mf/mi). Several scenarios were considered to assess the mission’s feasibility with respect to debris removal.

Engineering (Italy) (IT), Sapienza University of Rome (IT)
Openalex Percentile: Top 94%
Space Satellite Systems and Control
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