2017
DOI: 10.1038/s41550-017-0284-0
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Magma oceans and enhanced volcanism on TRAPPIST-1 planets due to induction heating

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Cited by 81 publications
(101 citation statements)
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“…Close-in planets that are highly irradiated and experience strong tidal heating (e.g. Bolmont et al 2013) or induction heating due to the stellar magnetic field (Kislyakova et al 2017), might have largely molten interiors which reduces the bulk density similar to our calculated planetary interiors (Fig. 9).…”
Section: Mass-radiussupporting
confidence: 59%
“…Close-in planets that are highly irradiated and experience strong tidal heating (e.g. Bolmont et al 2013) or induction heating due to the stellar magnetic field (Kislyakova et al 2017), might have largely molten interiors which reduces the bulk density similar to our calculated planetary interiors (Fig. 9).…”
Section: Mass-radiussupporting
confidence: 59%
“…Due to their slow evolution, M stars can keep high levels of XUV radiation in their HZs for a longer time in comparison to solar-like stars (West et al 2008), which can further enhance non-thermal losses. The atmospheres of planets orbiting active low mass M dwarfs may be replenished by extreme volcanic activity due to tidal or induction heating (Driscoll & Barnes 2015;Kislyakova et al 2017Kislyakova et al , 2018. A volcanically active planet would eject gases composed mainly of SO 2 , CO 2 , H 2 O, and S 2 .…”
Section: Atmosphere Parametersmentioning
confidence: 99%
“…Another newly identified heating source for exoplanets is induction heating (Kislyakova et al 2017). Electromagnetic induction is the production of voltage across an electrical conductor if the magnetic field around it varies in time.…”
Section: ;mentioning
confidence: 99%
“…We have assumed the equilibrium temperature of HD3167 b at its surface as a boundary condition (see Table 2). We have used the procedure to calculate induction heating in a planet with a conductivity varying with depth, as described in Kislyakova et al (2017). In this model, induction equation is solved in every layer, and the conductivity values at the surface and in the planetary core are used as boundary conditions.…”
Section: ;mentioning
confidence: 99%