AIAA Guidance, Navigation, and Control (GNC) Conference 2013
DOI: 10.2514/6.2013-4870
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Needs Assessment of Gossamer Structures in Communications Platform End-of-Life Disposal

Abstract: The use of a gossamer structure is considered in application to end-of-life disposal of communications platforms. A wide-ranging survey of end-of-life disposal techniques and strategies is presented for comparison against a gossamer structure prior to a down-selection of viable competing techniques; solar sailing, high and low-thrust propulsion, and electrodynamic tethers. A parametric comparison of the down-selection competing techniques is presented where it was found that exploiting solar radiation pressure… Show more

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Cited by 9 publications
(5 citation statements)
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“…Assuming a power law fit to the 1976 standard atmosphere [36], the time for a spacecraft to naturally decay to a certain altitude, h 1 , as a function of time can be defined as [37]…”
Section: Orbit Designmentioning
confidence: 99%
“…Assuming a power law fit to the 1976 standard atmosphere [36], the time for a spacecraft to naturally decay to a certain altitude, h 1 , as a function of time can be defined as [37]…”
Section: Orbit Designmentioning
confidence: 99%
“…For the purposes of this study, the force from atmospheric drag ( F D ) experienced on a spacecraft can be be represented by where d is the atmospheric density, V is the orbital velocity, is the cross sectional area of the spacecraft in the velocity direction and C D is the drag coefficient. Orbital velocity can be calculated as and, ignoring regional, seasonal and solar-cycle induced variations in atmospheric conditions, atmospheric density (d, in kg/m 3 ) can be approximated using a power-law curve fit to the 1976 Standard Atmosphere model [21], such that where Λ = 10 7 , = 7.201 and h is the orbit altitude (in km). Note that this relationship is derived from a power-law curve fit to empirical data, such that the dimensions do not need to match.…”
Section: Propulsion Backgroundmentioning
confidence: 99%
“…Traditionally, an exponential curve fit is used, however such curves are generally only applicable when considering altitudes up to 100km; when considering higher altitudes they become less accurate [5]. Macdonald et al proposed a power fit model however did not expand on how accurate it may be in comparison to the exponential fit [42].…”
Section: Using Total Atmospheric Density Data From the Committee On Smentioning
confidence: 99%