Paolo Racioppa
Sapienza University of Rome
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Featured researches published by Paolo Racioppa.
Science | 2010
L. Iess; Nicole J. Rappaport; Robert A. Jacobson; Paolo Racioppa; David J. Stevenson; Paolo Tortora; J. W. Armstrong; Sami W. Asmar
Titan Through to the Core Gravity measurements acquired from orbiting spacecraft can provide useful information about the interior of planets and their moons. Iess et al. (p. 1367; see the Perspective by Sohl) used gravity data from four flybys of the Cassini spacecraft past Saturns moon, Titan, to model the moons gravity field and probe its deep interior structure. Their analysis implies that Titan is a partially differentiated body with a core consisting of a mix of ice and rock or hydrated silicates. Analysis of gravity data reveals that Saturn’s moon Titan has a partially differentiated internal structure. Precise radio tracking of the spacecraft Cassini has provided a determination of Titan’s mass and gravity harmonics to degree 3. The quadrupole field is consistent with a hydrostatically relaxed body shaped by tidal and rotational effects. The inferred moment of inertia factor is about 0.34, implying incomplete differentiation, either in the sense of imperfect separation of rock from ice or a core in which a large amount of water remains chemically bound in silicates. The equilibrium figure is a triaxial ellipsoid whose semi-axes a, b, and c differ by 410 meters (a – c) and 103 meters (b – c). The nonhydrostatic geoid height variations (up to 19 meters) are small compared to the observed topographic anomalies of hundreds of meters, suggesting a high degree of compensation appropriate to a body that has warm ice at depth.
Science | 2012
L. Iess; Robert A. Jacobson; Marco Ducci; David J. Stevenson; Jonathan I. Lunine; J. W. Armstrong; Sami W. Asmar; Paolo Racioppa; Nicole J. Rappaport; Paolo Tortora
Getting to Know Titan Gravity-field measurements provide information on the interior structure of planets and their moons. Iess et al. (p. 457; published online 28 June) analyzed gravity data from six flybys of Saturns moon, Titan, by the Cassini spacecraft between 2006 and 2011. The data suggest that Titans interior is flexible on tidal time scales with the magnitude of the observed tidal deformations being consistent with the existence of a global subsurface water ocean. Gravity measurements by the Cassini spacecraft suggest that Saturn’s moon Titan hosts a subsurface ocean. We have detected in Cassini spacecraft data the signature of the periodic tidal stresses within Titan, driven by the eccentricity (e = 0.028) of its 16-day orbit around Saturn. Precise measurements of the acceleration of Cassini during six close flybys between 2006 and 2011 have revealed that Titan responds to the variable tidal field exerted by Saturn with periodic changes of its quadrupole gravity, at about 4% of the static value. Two independent determinations of the corresponding degree-2 Love number yield k2 = 0.589 ± 0.150 and k2 = 0.637 ± 0.224 (2σ). Such a large response to the tidal field requires that Titan’s interior be deformable over time scales of the orbital period, in a way that is consistent with a global ocean at depth.
Nature | 2018
L. Iess; William M. Folkner; Daniele Durante; M. Parisi; Yohai Kaspi; Eli Galanti; Tristan Guillot; William B. Hubbard; David J. Stevenson; J. D. Anderson; Dustin R. Buccino; L. Gomez Casajus; Andrea Milani; Ryan S. Park; Paolo Racioppa; D. Serra; Paolo Tortora; Marco Zannoni; H. Cao; Ravit Helled; Jonathan I. Lunine; Y. Miguel; Burkhard Militzer; S. M. Wahl; J. E. P. Connerney; Steven M. Levin; S. J. Bolton
The gravity harmonics of a fluid, rotating planet can be decomposed into static components arising from solid-body rotation and dynamic components arising from flows. In the absence of internal dynamics, the gravity field is axially and hemispherically symmetric and is dominated by even zonal gravity harmonics J2n that are approximately proportional to qn, where q is the ratio between centrifugal acceleration and gravity at the planet’s equator. Any asymmetry in the gravity field is attributed to differential rotation and deep atmospheric flows. The odd harmonics, J3, J5, J7, J9 and higher, are a measure of the depth of the winds in the different zones of the atmosphere. Here we report measurements of Jupiter’s gravity harmonics (both even and odd) through precise Doppler tracking of the Juno spacecraft in its polar orbit around Jupiter. We find a north–south asymmetry, which is a signature of atmospheric and interior flows. Analysis of the harmonics, described in two accompanying papers, provides the vertical profile of the winds and precise constraints for the depth of Jupiter’s dynamical atmosphere.
Icarus | 2008
Nicole J. Rappaport; L. Iess; John Wahr; Jonathan I. Lunine; J. W. Armstrong; Sami W. Asmar; Paolo Tortora; Mauro Di Benedetto; Paolo Racioppa
Archive | 2007
L. Iess; J. W. Armstrong; S. W. Aamar; M. DiBenedetto; Alberto Graziani; Richard MacKenzie; Paolo Racioppa; Nicole J. Rappaport; Paolo Tortora
TTC 2013: 6TH INTERNATIONAL WORKSHOP ON TRACKING, TELEMETRY AND COMMAND SYSTEMS | 2013
L. Iess; Frank Budnik; C. Colamarino; A. Corbelli; M. Di Benedetto; V. Fabbri; Alberto Graziani; R. Hunt; Nick James; Marco Lanucara; R. Maddè; M. Marabucci; Gilles Mariotti; M. Mercolino; Paolo Racioppa; Lorenzo Simone; Paolo Tortora; M. Westcott; Marco Zannoni
Archive | 2008
Nicole J. Rappaport; Robert A. Jacobson; L. Iess; Paolo Racioppa; J. W. Armstrong; Sami W. Asmar; David J. Stevenson; Paolo Tortora; Maria-gabriella Di Benedetto; Alberto Graziani; Rachele Meriggiola
Archive | 2010
L. Iess; Nicole J. Rappaport; Robert A. Jacobson; Paolo Racioppa; David J. Stevenson; Paolo Tortora; J. W. Armstrong; Sami W. Asmar
AGU 2016 Fall Meeting | 2016
Daniele Durante; L. Iess; Paolo Racioppa; David J. Stevenson; Jonathan I. Lunine; Paolo Tortora; J. W. Armstrong; Sami W. Asmar
67th International Astronautical Congress, IAC 2016 | 2016
L. Iess; Paolo Gaudenzi; Daniele Durante; Luciano Pollice; Mirco J. Mariani; Alessandro Zavoli; Paolo Racioppa; Guido Colasurdo; Virginia Notaro; Armando Marotta; Mauro Di Benedetto; Luigi Imperi; Gianluca Palermo