Dynamics and Astrometry of Natural and Artificial Celestial Bodies 1997
DOI: 10.1007/978-94-011-5534-2_51
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Orbital Instability Zones of Space Balloons

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Cited by 6 publications
(11 citation statements)
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“…Comparing Eq. ( 23) with the equation of the solar radiation pressure of [Gkolias and Colombo (2019)] given in Appendix A, page 24 (see also [Krivov and Getino (1997), Krivov et al (1995), Hamilton and Krivov (1996)]), note that we get the same result except for the term n ⊙ 2 βa ⊙ ae. This happens because our approach is different (see section 2.1) from that presented in [Gkolias and Colombo (2019)].…”
Section: Solar Radiation Pressuresupporting
confidence: 61%
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“…Comparing Eq. ( 23) with the equation of the solar radiation pressure of [Gkolias and Colombo (2019)] given in Appendix A, page 24 (see also [Krivov and Getino (1997), Krivov et al (1995), Hamilton and Krivov (1996)]), note that we get the same result except for the term n ⊙ 2 βa ⊙ ae. This happens because our approach is different (see section 2.1) from that presented in [Gkolias and Colombo (2019)].…”
Section: Solar Radiation Pressuresupporting
confidence: 61%
“…Equation ( 22) represents the SRP in the single averaged model considering the Sun in an elliptical and inclined orbit. In [Gkolias and Colombo (2019), Colombo et al (2012), Gkolias et al (2020), Krivov and Getino (1997), Krivov et al (1995), Alessi et al (2018a), Alessi et al (2019)] the authors also consider the single averaged model, but the eccentricity of the Sun is not taken into account. Thus, making e ⊙ = 0 in Eq.…”
Section: Solar Radiation Pressurementioning
confidence: 99%
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