1979
DOI: 10.21236/ada081264
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General Perturbations Theories Derived from the 1965 Lane Drag Theory

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Cited by 29 publications
(12 citation statements)
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“…The SGP4 orbit propagator uses an analytic low-order solution to Newton's second law, giving a realistic model for gravitational potential and a dissipative atmospheric environment (Picone et al, 2005). This model is used for near-Earth satellites and was developed in 1970 by Ken Cranford (Lane and Hoots, 1979), and is a simplification of the more complex theory of Lane and Cranford, which uses a power density function for the atmosphere and a gravitational model from Brouwer's solution (Brouwer, 1959). Outlined below is a summary of the results deriving the position of a satellite from columns 09-63 of line 2 of each TLE, which use the following orbital elements (n o ), to calculate the position and velocity vectors from the observer to a given satellite in the radial direction as r andṙ, respectively, using the method used in Space Track (Kelso et al, 1988):…”
Section: Physics and Mathematics Of Calculationsmentioning
confidence: 99%
“…The SGP4 orbit propagator uses an analytic low-order solution to Newton's second law, giving a realistic model for gravitational potential and a dissipative atmospheric environment (Picone et al, 2005). This model is used for near-Earth satellites and was developed in 1970 by Ken Cranford (Lane and Hoots, 1979), and is a simplification of the more complex theory of Lane and Cranford, which uses a power density function for the atmosphere and a gravitational model from Brouwer's solution (Brouwer, 1959). Outlined below is a summary of the results deriving the position of a satellite from columns 09-63 of line 2 of each TLE, which use the following orbital elements (n o ), to calculate the position and velocity vectors from the observer to a given satellite in the radial direction as r andṙ, respectively, using the method used in Space Track (Kelso et al, 1988):…”
Section: Physics and Mathematics Of Calculationsmentioning
confidence: 99%
“…Some algorithms for orbit propagation are available. The user can choose between the two-body algorithm (Vallado, 2013), which considers a perfect Keplerian orbit, SGP4 (Lane and Hoots, 1979), or a J2 perturbation algorithm (Vallado, 2013; Wertz, 1978), which is the default.…”
Section: Simulator Designmentioning
confidence: 99%
“…In fact the gravitational model includes the effects of the first five zonal harmonics of the earth [3]. The atmospheric model assumes a static, non-rotating, spherically symmetrical atmosphere whose density ρ can be described by the power function [4], [5] o o q s r s…”
Section: Sgp4 Propagation Modelmentioning
confidence: 99%