Physics – Fluid Dynamics
Scientific paper
Sep 1978
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1978jimia..22..235g&link_type=abstract
Institute of Mathematics and Its Applications, Journal, vol. 22, Sept. 1978, p. 235-253.
Physics
Fluid Dynamics
1
Computerized Simulation, Fluid Dynamics, Gravitational Effects, Particle Interactions, Planetary Evolution, Swirling, Astronomical Models, Boundary Value Problems, Lunar Evolution, Mathematical Models, Molecular Interactions, Particle Motion, Particle Size Distribution, Self Organizing Systems, Velocity Distribution
Scientific paper
In this paper a particle-type model is applied to the study of evolving swirling fluids. Of basic importance is a natural, self-reorganizing property of the system. High-speed digital computation is essential for the resolution of associated initial-value problems. Examples are described which incorporate local, molecular-type forces and long-range, gravitational forces. Moon-like and planetary-like bodies thus evolve in a natural way. Extensive computer examples are given
Collier Jason
Greenspan Daniel
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