The Dynamics of Small Bodies in the Solar SystemB.A. Steves, Archie E. Roy The reader will find in this volume the Proceedings of the NATO Advanced Study Institute held in Maratea-Acquafredda, Italy, between June 29 and July 12, 1997, entitledTHE DYNAMICS OF SMALL BODIES IN THE SOLAR SYSTEM: A MAJOR KEY TO SOLAR SYSTEM STUDIES . This Advanced Study Institute was the latest in the 'Cortina' series of NATO ASI's begun in the early 1970's firstly under the directorship of Professor Victor Szebehely and subsequently under Professor Archie Roy. All, except the latest, were held at the Antonelli Institute, Cortina d'Ampezzo, Italy. Many of those now active in the field made their first international contacts at these Institutes. The Institutes bring together many of the brightest of our young people working in dynamical astronomy, celestial mechanics and space science, enabling them to obtain an up-to-date synoptic view of their subjects delivered by lecturers of high international reputation. The proceedings from these institutes have been well-received in the internationalcommunity of research workers in the disciplines studied. The present institute included 15 series of lectures given by invited speakers and some 45 presentations made by the other participants. The majority of these contributions are includedinthese proceedings. |
Contents
On HighEccentricity SmallAmplitude Asteroidal Librations | 7 |
A Symplectic Mapping Approach for the Study | 13 |
Chaotic Diffusion in the 21 32 and 43 Jovian Resonances | 19 |
On the Similarities and Differences Between 32 | 25 |
A Study of Chaos in the Asteroid Belt | 31 |
3 Resonance | 37 |
The Solar System Beyond Neptune | 51 |
3 Resonance | 65 |
Problems Connected with the Rotational Dynamics | 315 |
Closed Form Expressions for Some Gravitational Potentials | 321 |
Orbital Elements of a Satellite Moving in the Potential of | 341 |
Few Body Systems | 349 |
The FiniteTime Stability Method Applied to Planets of Binary Stars | 379 |
Dynamics and Stability of ThreeBody Systems | 385 |
New Numerical Method for NonConservative Systems | 393 |
A Means of Producing Close | 399 |
Superosculating Intermediate Orbits and their Application in | 71 |
Tests of General Relativity using Small Bodies of the Solar System | 77 |
Near Earth Objects | 93 |
Asteroid and Comet Encounters with the Earth Impact Hazard | 127 |
Optimal LowThrust Interception and Deflection of Earth | 159 |
Transport Mechanism to EarthCrossing Orbits | 171 |
Meteoroid Streams and Meteor Showers | 179 |
The Engine of Cometary | 187 |
Galactic Perturbations in the Motion of Comets | 197 |
Natural and Artificial Satellites | 203 |
How Ideal is the MimasTethys Resonance? | 227 |
The Dynamics of Planetary Rings and Small Satellites | 233 |
LongTerm Evolution of Coorbital Motion | 257 |
Stability of Perturbed Coorbital Satellites | 277 |
Instability and Chaotic Motion for Some Fictitious Satellites | 283 |
Applications of a High Order Secular Perturbation Theory | 289 |
NonIntegrability of the Motion of a Point Mass around a Planet | 295 |
Dynamics of Satellites with MultiDay Periods | 303 |
Translunar Halo Orbits in the Quasibicircular Problem | 309 |
Special Version of the ThreeBody Problem | 407 |
Bifurcations in the Mass Ratio of the Planar Isosceles | 413 |
Studies of Dynamical Systems | 425 |
Angular Dynamical Spectra and their Applications | 455 |
Weak Chaos and Diffusion in Hamiltonian Systems From | 463 |
On the Relationship between Local Lyapunov Characteristic Numbers | 503 |
Stickiness in Dynamical Systems | 509 |
Distribution of Periodic Orbits in 2D Hamiltonian Systems | 535 |
The definition | 545 |
The Sources | 551 |
Scale Relativity in the Solar System A Review and Prospects | 557 |
Possible Cosmological Origin of Counterrotating Galaxies | 565 |
Gyldenlike Systems and DEFMappings | 575 |
Uniform Development of a TRTransformation to Generalized | 581 |
The Shape of Things to Come | 587 |
Participants and Speakers | 595 |
603 | |
Other editions - View all
The Dynamics of Small Bodies in the Solar System: A Major Key to Solar ... B.A. Steves,Archie E. Roy No preview available - 2010 |
The Dynamics of Small Bodies in the Solar System B. A. Steves,Archie E. Roy No preview available - 2014 |
Common terms and phrases
1999 Kluwer Academic 2/1 resonance A.E. Roy eds angle approximation asteroids Astron Astrophys asymptotic curve B.A. Steves binary cantorus chaos chaotic domain circular orbit close approaches close encounters collision probability comets computed Contopoulos coorbital coordinates corresponding distance dynamical systems Dynamics of Small Earth eccentricity evolution Ferraz-Mello Figure frequency Froeschlé function galactic gravitational Hamiltonian Icarus inclination initial conditions inner invariant curves island iterations Jupiter Keplerian Kluwer Academic Publishers Kozai Kuiper belt Laskar libration Lyapunov Lyapunov exponent mean motion resonances meteoroids method Morbidelli near-Earth near-Earth asteroids Neptune node crossings objects observations obtained Oort cloud orbital elements outer parameter particle perihelion periodic orbits perturbations phase space planetary planets potential region ring rotation satellite secular resonances semimajor axis Small Bodies Solar System solution stability standard map stars Steves and A.E. stickiness theory three-body problem tori torus Trans-Neptunian objects unstable values variables vector velocity Voglis