Satellite tech has advanced with demand for 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 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 for debris removal.
A hybrid propulsion-based mission architecture for the removal of debris from low-earth orbit / Palateerdham, Sasi Kiran; Xxx, Abdul Rahman; Ortore, Emiliano; Ingenito, Antonella. - (2024). (Intervento presentato al convegno 14th EASN Conference tenutosi a Thessaloniki, Greece).
A hybrid propulsion-based mission architecture for the removal of debris from low-earth orbit
Palateerdham, Sasi Kiran;XXX, Abdul Rahman;Ortore, Emiliano;Ingenito, Antonella
2024
Abstract
Satellite tech has advanced with demand for 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 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 for debris removal.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.


