2023
DOI: 10.1051/0004-6361/202346419
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Dream

Abstract: Context. The population of close-in exoplanets features a desert of hot Neptunes whose origin remains uncertain. These planets may have lost their atmosphere, eroding into mini-Neptunes and rocky super-Earths below the desert. Direct observations of evaporating atmospheres are essential to derive mass-loss estimates and constrain this scenario. The metastable He I triplet at 1083.3 nm represents a powerful diagnostic of atmospheric evaporation because it traces the hot gas in extended exoplanet atmospheres whi… Show more

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Cited by 16 publications
(9 citation statements)
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“…These correspond to 14 and 22 lower-atmospheric scale heights, respectively (δR p /H < 14 at 2σ and δR p /H < 22 at 3σ), calculated as = m H k T g B eq with μ = 2.3 amu. Our reporting is slightly different than Allart et al (2023) and Guilluy et al (2023), who report 3σ for upper limits without the contribution of the mean absorption and calculate H assuming μ = 1.3 amu. Under their assumptions, our upper limits are 0.24% and δR p /H < 14 (the larger δR p is balanced out by the larger H, resulting in nearly the same δR p /H as our 2σ upper limit).…”
Section: Observations and Data Reductioncontrasting
confidence: 98%
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“…These correspond to 14 and 22 lower-atmospheric scale heights, respectively (δR p /H < 14 at 2σ and δR p /H < 22 at 3σ), calculated as = m H k T g B eq with μ = 2.3 amu. Our reporting is slightly different than Allart et al (2023) and Guilluy et al (2023), who report 3σ for upper limits without the contribution of the mean absorption and calculate H assuming μ = 1.3 amu. Under their assumptions, our upper limits are 0.24% and δR p /H < 14 (the larger δR p is balanced out by the larger H, resulting in nearly the same δR p /H as our 2σ upper limit).…”
Section: Observations and Data Reductioncontrasting
confidence: 98%
“…To set an upper limit on the planetary absorption, we first calculate the mean absorption in a 0.75 Å bin centered on the helium triplet (−0.04%), and we take σ to be the rms scatter of the transmission spectrum binned to 0.75 Å (0.08%). Estimating σ in this way accounts for correlated noise (Allart et al 2023;Guilluy et al 2023). Our resulting 2σ and 3σ upper limits in a 0.75 Å bin centered on the helium triplet are 0.12% and 0.20%, respectively.…”
Section: Observations and Data Reductionmentioning
confidence: 85%
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