Enhancements to a methodology for simulations of perturbed planetary rings

Proceedings of the IASTED International Conference on Modeling and Simulation

Volumn , Issue , 2004, Pages 184-190

  Lewis, Mark C ^a   Stewart, Glen R ^b  

^a TRINITY UNIVERSITY   (United States)

^b UNIVERSITY OF COLORADO   (United States)

Author keywords

3 Dimensional Modeling; Granular Flows; Physically based Modeling; Planetary Rings

Indexed keywords

3-DIMENSIONAL MODELING; GRANULAR FLOWS; PHYSICALLY-BASED MODELING; PLANETARY RINGS;

ASTROPHYSICS; COMPUTER SIMULATION; DISTRIBUTED COMPUTER SYSTEMS; OPTICAL RESOLVING POWER; PARALLEL PROCESSING SYSTEMS; PERTURBATION TECHNIQUES;

PLANETS;

EID: 18944372672     PISSN: 10218181     EISSN: None     Source Type: Conference Proceeding    
DOI: None     Document Type: Conference Paper

References (19)

1. Lewis, M. C. and G. R. Stewart, A New Methodology for Granular Flow Simulations of Planetary Rings Coordinates and Boundary Conditions, Proceedings of the LASTED International Conference, Modeling and Simulation, Marina Del Rey, CA, USA, 2002, 292-297.
2. Lewis, M. C. and G. R. Stewart, A New Methodology for Granular Flow Simulations of Planetary Rings Collision Handling, Proceedings of the IASTED International Conference, Modeling and Simulation, Palm Springs, CA, USA, 2003, 292-297.
3. Wisdom, J. and S. Tremaine, Local Simulations of Planetary Rings. Astron. J., 95, 1988, 925-940.
4. Haenninen, J. and H. Salo, Numerical Simulations of Isolated Lindblad Resonances in Collisional Rings, Bulletin of the American Astronomical Society, 23, 1991, 1181.
5. Haenninen, J. and H. Salo, Collisional simulations of satellite Lindblad resonances. 2: Formation of narrow ringlets, Icarus, 108, 2, 1994, 325-346.
6. Haenninen, J. and H. Salo, Formation of isolated narrow ringlets by a single satellite, Icarus, 117, 1995, 435-438.
7. Hertzsch, J., H. Scholl, F. Spann, and I. Katzorke, Simulations of collisions in planetary rings. Astron. Astrophys. 320, 1997, 319-324.
8. Diasaka and Makino, N-Body Simulation of the Uranian Eccentric Rings, 2003, 34th Annual Lunar and Planetary Science Conference
9. Diasaka and Makino, N-Body Simulation of the Uranian Eccentric Rings, 2003, ApJ Letters submitted
10. Mosqueira, I., Local Simulations of Perturbed Dense Planetary Rings. Icarus 122, 1996, 128-152.
11. Richardson, D. C., T. Quinn, J. Stadel, G. Lake, Direct Large-Scale N-Body Simulations of Planetesimal Dynamics, Icarus, 143, 2000, 45-59.
12. Duncan, M. J., H. F. Levison, and M. H. Lee, A Multiple Time Step Symplectic Algorithm for Integrating Close Encounters, Astronomical Journal, 116, 1998, 2067-2077.
13. Lewis, M. C. and G. R. Stewart, Collisional Dynamics of Perturbed Planetary Rings. I. Astron. J. 120, 2000, 3295-3310.
14. Lewis, M. C. and G. R. Stewart Collisional Dyanmics of Perturbed Planetary Rings. II. Icarus (2004) accepted pending alterations.
15. Lewis and Stewart, Narrow Rings Outside of Resonance, Science, 2004 in preparation.
16. Stewart, G. R., Nonlinear Satellite Wakes in Planetary Rings: I. Phase-Space Kinematics. Icarus 94, 1991, 436-450.
17. Lewis, M. C. and N. Wing, A Distributed Methodology for Hard Sphere Collisional Simulation, Proceedings of the International Conference on Parallel and Distributed Processing Techniques and Applications, Las Vegas, NV, USA, 2002, 404-409.
18. Lewis, M. C. and N. Wing, Analysis of a Distributed Methodology for Hard Sphere Collisional Simulations, Proceedings of the International Conference on Parallel and Distributed Processing Techniques and Applications, Las Vegas, NV, USA, 2003, 1208-1214.
19. Lewis, M. C. and G. R. Stewart, Expectations for Cassini Observations of Perturbed Regions of the Saturnian Ring System, in preparation.