activity
20092021
most citedOn the Juno Radio Science Experiment: models, algorithms and sensitivity analysis

21 citations · 61 across the 6 of their papers we have counts for

collaborators

6 papers

astro-ph.EP2021★ 4 cited

The Manifold Of Variations: impact location of short-term impactors

Alessio Del Vigna, Linda Dimare, Davide Bracali Cioci

The interest in the problem of small asteroids observed shortly before a deep close approach or an impact with the Earth has grown a lot in recent years. Since the observational da…

astro-ph.EP2020★ 9 cited

Use of the Semilinear Method to predict the Impact Corridor on Ground

L. Dimare, A. Del Vigna, D. Bracali Cioci +1

We propose an adaptation of the semilinear algorithm for the prediction of the impact corridor on ground of an Earth-impacting asteroid. The proposed algorithm provides an efficien…

math-ph2015

On the computation of preliminary orbits for space debris with radar observations

Giovanni F. Gronchi, Linda Dimare, Davide Bracali Cioci +1

We introduce a new method to perform preliminary orbit determination for space debris on low Earth orbits (LEO). This method works with tracks of radar observations: each track is…

physics.space-ph2014★ 21 cited

On the Juno Radio Science Experiment: models, algorithms and sensitivity analysis

Giacomo Tommei, Linda Dimare, Daniele Serra +1

Juno is a NASA mission launched in 2011 with the goal of studying Jupiter. The probe will arrive to the planet in 2016 and will be placed for one year in a polar high-eccentric orb…

math.DS2011★ 19 cited

Innovative observing strategy and orbit determination for Low Earth Orbit Space Debris

Andrea Milani, Davide Farnocchia, Linda Dimare +2

We present the results of a large scale simulation, reproducing the behavior of a data center for the build-up and maintenance of a complete catalog of space debris in the upper pa…

math-ph2009★ 8 cited

Chaotic quasi-collision trajectories in the 3-centre problem

Linda Dimare

We study a particular kind of chaotic dynamics for the planar 3-centre problem on small negative energy level sets. We know that chaotic motions exist, if we make the assumption th…