1981
DOI: 10.1016/0019-1035(81)90101-9
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The dynamics of a rapidly escaping atmosphere: Applications to the evolution of Earth and Venus

Abstract: A simple, idealized model for the rapid escape of a hydrogen thermosphere provides some quantitative estimates for the energy-limited flux of escaping particles. The model assumes that the atmosphere is "tightly bound" by the gravitational field at lower altitudes, that diffusion through the lower atmosphere does not limit the flux, and that the main source of heating is solar euv. Rather low thermospheric temperatures are typical of such escape and a characteristic minimum develops in the temperature profile … Show more

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Cited by 554 publications
(674 citation statements)
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“…This assumption is more or less valid for massive and compact exoplanets (Erkaev et al 2007), such as HD 189733b with an average density ρ ∼ 0.95 g cm −3 , but will yield less accurate mass-loss rates for less compact objects with lower average densities, such as HD 209458b with 0.37 g cm −3 . This effect was first recognized by Watson et al (1981) and was more recently investigated in detail by Erkaev et al (2013Erkaev et al ( , 2014. R XUV can exceed the planetary radius R p quite substantially for a planetary body with a low average density when its atmosphere is exposed to high XUV fluxes.…”
Section: Fig 2 Top Panelmentioning
confidence: 89%
“…This assumption is more or less valid for massive and compact exoplanets (Erkaev et al 2007), such as HD 189733b with an average density ρ ∼ 0.95 g cm −3 , but will yield less accurate mass-loss rates for less compact objects with lower average densities, such as HD 209458b with 0.37 g cm −3 . This effect was first recognized by Watson et al (1981) and was more recently investigated in detail by Erkaev et al (2013Erkaev et al ( , 2014. R XUV can exceed the planetary radius R p quite substantially for a planetary body with a low average density when its atmosphere is exposed to high XUV fluxes.…”
Section: Fig 2 Top Panelmentioning
confidence: 89%
“…An upper limit on this escape flux is provided by the energy limited flux (Watson et al 1981) approximated by…”
Section: Atmospheric Escapementioning
confidence: 99%
“…We use the atmospheric mass loss model described by Erkaev et al (2007), which improves the standard model by Watson et al (1981). In the Watson et al picture, a layer in the atmosphere exists where absorption of high-energy photons heats the particles to a temperature that permits Jeans escape.…”
Section: Appendix B the Desiccation Timescalementioning
confidence: 99%