Computer Science
Scientific paper
Sep 1986
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1986kosis..24..659s&link_type=abstract
Kosmicheskie Issledovaniia (ISSN 0023-4206), vol. 24, Sept.-Oct. 1986, p. 659-667. In Russian.
Computer Science
Circular Orbits, Dynamic Stability, Elastic Bodies, Orbital Mechanics, Ring Structures, Boundary Value Problems, Dynamic Response, Elastic Bending, Equilibrium Equations
Scientific paper
An analysis of the dynamics in a circular orbit of a system consisting of an elastic bar bent into a ring is presented, assuming that the ends of the rod are attached to a body of negligibly small (compared with the ring radius) dimensions. Ring configurations corresponding to the equilibrium position in the orbital coordinate system are studied analytically and numerically. Depending on the governing dimensionless parameters of the system, the following characteristics of the equilibrium configurations are studied: the area limited by the ring, the linear dimensions of the structure, and the elastic responses at points where the rod is connected to the small body.
Sadov Iu. A.
Sidorenko Vladimir
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