activity
20112024
most citedAnalytical framework for space debris collision avoidance maneuver design

49 citations · 340 across the 30 of their papers we have counts for

collaborators

30 papers

astro-ph.EP2024★ 1 cited

Efficient trajectory design for distant planetary orbiters

Francesca Scala, Ioannis Gkolias, Camilla Colombo

Starting from the Hamiltonian representation of the dynamics in \cite{rosengren2015chaos,colombo2019long}, this work proposes an innovative procedure to design fully-analytical man…

cs.LG2023★ 18 cited

A machine learning and feature engineering approach for the prediction of the uncontrolled re-entry of space objects

Francesco Salmaso, Mirko Trisolini, Camilla Colombo

The continuously growing number of objects orbiting around the Earth is expected to be accompanied by an increasing frequency of objects re-entering the Earth's atmosphere. Many of…

astro-ph.EP2023★ 4 cited

Ejecta cloud distributions for the statistical analysis of impact cratering events onto asteroids' surfaces: a sensitivity analysis

Mirko Trisolini, Camilla Colombo, Yuichi Tsuda

This work presents the model of an ejecta cloud distribution to characterise the plume generated by the impact of a projectile onto asteroids surfaces. A continuum distribution bas…

cs.DC2023★ 2 cited

GPU-based high-precision orbital propagation of large sets of initial conditions through Picard-Chebyshev augmentation

Alessandro Masat, Camilla Colombo, Arnaud Boutonnet

The orbital propagation of large sets of initial conditions under high accuracy requirements is currently a bottleneck in the development of space missions, e.g. for planetary prot…

astro-ph.EP2022★ 7 cited

Target selection for Near-Earth Asteroids in-orbit sample collection missions

Mirko Trisolini, Camilla Colombo, Yuichi Tsuda

This work presents a mission concept for in-orbit particle collection for sampling and exploration missions towards Near-Earth asteroids. Ejecta is generated via a small kinetic im…

math.DS2022★ 2 cited

A torsion-based solution to the hyperbolic regime of the J2-problem

Martin Lara, Alessandro Masat, Camilla Colombo

A popular intermediary in the theory of artificial satellites is obtained after the elimination of parallactic terms from the J2-problem Hamiltonian. The resulting quasi-Keplerian…