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Aerogravity-Assist Maneuvering of a Tethered Satellite System

Journal of Spacecraft and Rockets, 2004
Two new implementations of a tethered satellite system to provide aeroassist during a planetary flyby are investigated. In each mission scenario the interaction of the Martian atmosphere with an aerodynamic lifting surface, which is tethered to an orbiter, is used to perturb the flight path of the system. The aerodynamic forces generated by interacting
Jokic, Michael D., Daniel, W. J. T.
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Research and development of tethered satellite cluster systems

Proceedings. 2000 IEEE/RSJ International Conference on Intelligent Robots and Systems (IROS 2000) (Cat. No.00CH37113), 2002
We propose the concept of tethered satellite cluster systems, as an application of the RoboSat clusters. The system consists of some satellites joined by tethers, and keeps and changes the constellation with tension/length control of the tethers to perform various orbit service missions.
Osamu Mori   +2 more
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Modelling, Dynamics and Control of Tethered Satellite Systems

Nonlinear Dynamics, 2006
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Krupa, M.   +6 more
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Tethered Satellite Systems

Journal of Spacecraft and Rockets, 1989
T following three papers on tethered satellite systems grew out of session 110 of the AIAA 26th Aerospace Sciences Meeting, held in Reno, Nevada, in January 1988. Interest in such systems, which goes back several years, has been evinced by NASA, various Italian space research activities, and, most recently, by the Japanese. While no tethered spacecraft
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Modeling and Simulation of Flexible Tethered Satellite System

2018 15th International Conference on Electrical Engineering, Computing Science and Automatic Control (CCE), 2018
This paper presents the dynamic equations of a flexible tethered satellite system in a circular orbit. The tether is modelled as a combination of point masses connected with massless rods. Through this model the flexibility and distributed mass of tether are considered.
Najmeh Keshtkar   +3 more
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A DISCRETIZED MODEL FOR THE DYNAMICS OF A TETHERED SATELLITE SYSTEM AND APPLICATIONS

Mathematical Models and Methods in Applied Sciences, 1991
This paper deals with a simulation of a tethered satellite system where a discretized model of the cable is considered. The characteristics of a few space discretization procedures are compared while investigating the dynamics of two physically relevant models, namely the Space Pendulum and the Space String.
DE MATTEIS, GUIDO, DE SOCIO, Luciano
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Tethered Satellite System control system design

3rd Tethers in Space/ Toward Flight International Conference, 1989
This paper discusses the control aspects of the Tethered Satellite System mission. The deployer controls system uses length-error and tension-error feedback to control in-plane libration, length, and length rate. The satellite's reaction control system is used to augment tether tension, control rates and attitude about the tether axis, and to damp in ...
DONALD TOMLIN, DAVID MOWERY, CARL BODLEY
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Estimation and control of tethered satellite systems

Journal of Guidance, Control, and Dynamics, 1995
This paper describes the analysis of a tethered system during the station-keeping phase. The system is composed of two small satellites connected by a long tether. The satellites are modeled as particles, and the tether is represented by eight rigid, massive rods. The angles between adjacent elements can vary with time.
Ehud Netzer, Thomas R. Kane
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A tether system for gravitational stabilization of satellites

Cosmic Research, 2010
The dynamics of a sufficiently complex system of gravitational stabilization is considered. The system includes a tether connection to increase restoring moment and an additional constructive element (adapter) to increase the efficiency of damping pendular oscillations of the system.
A. V. Pirozhenko, D. A. Khramov
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Periodic motion in the tethered satellite system

Journal of Guidance, Control, and Dynamics, 1996
The tethered satellite system (TSS) operating in an elliptic orbit may have a periodic motion. The configuration and stability of the limit cycle depend on the control algorithm and the orbital eccentricity. The size of the limit cycle increases as the orbital eccentricity increases.
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