2015
DOI: 10.1089/ast.2015.1325
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Tidal Heating of Earth-like Exoplanets around M Stars: Thermal, Magnetic, and Orbital Evolutions

Abstract: The internal thermal and magnetic evolution of rocky exoplanets is critical to their habitability. We focus on the thermal-orbital evolution of Earth-mass planets around low-mass M stars whose radiative habitable zone overlaps with the “tidal zone,” where tidal dissipation is expected to be a significant heat source in the interior. We develop a thermal-orbital evolution model calibrated to Earth that couples tidal dissipation, with a temperature-dependent Maxwell rheology, to orbital circularization and migra… Show more

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Cited by 118 publications
(109 citation statements)
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References 75 publications
(153 reference statements)
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“…The denominator of (22) is the sum of core specific heat and heat released by inner core growth, where A ic is inner core surface area, ρ ic is inner core density, ϵ c is a constant that relates average core temperature to CMB temperature, dRic/dTcmb is the rate of inner core growth as a function of CMB temperature, and L Fe and E G are the latent and gravitational energy released at the ICB per unit mass. Detailed expressions for heat flows and temperature profiles as functions of mantle and core properties are given in Driscoll and Bercovici [] and Driscoll and Barnes [].…”
Section: Generation Of the Magnetic Field And Its Role In Atmosphericmentioning
confidence: 99%
See 1 more Smart Citation
“…The denominator of (22) is the sum of core specific heat and heat released by inner core growth, where A ic is inner core surface area, ρ ic is inner core density, ϵ c is a constant that relates average core temperature to CMB temperature, dRic/dTcmb is the rate of inner core growth as a function of CMB temperature, and L Fe and E G are the latent and gravitational energy released at the ICB per unit mass. Detailed expressions for heat flows and temperature profiles as functions of mantle and core properties are given in Driscoll and Bercovici [] and Driscoll and Barnes [].…”
Section: Generation Of the Magnetic Field And Its Role In Atmosphericmentioning
confidence: 99%
“…Thus, a better understanding of how and when volatiles are delivered during accretion, how much degassing occurs during accretion and solidification of a possible magma ocean, and how much atmospheric loss occurs during this early phase of planetary history are all necessary for constraining planetary evolution. Can strong gravitational tides render a planet uninhabitable? Planets experiencing strong gravitational tides (caused by nearby stars, planets, or satellites) can generate significant internal heating via tidal dissipation, which can cause extreme surface volcanism and hinder dynamo action [ Driscoll and Barnes , ]. Efficient cooling of the interior could allow the orbits of such planets to circularize faster, minimizing the length of time spent in a tidally heated regime, and could move the planet in (or out) of the habitable zone.…”
Section: Future Directionsmentioning
confidence: 99%
“…Tidal heating may at some given time maintain a liquid ocean, but if that heat disappears the moon is frozen solid. Driscoll & Barnes (2015) studied the tidal evolution of planetary orbits in M dwarf systems (similar in scale to the Jovian system) and find that the closer in a planet orbits, independent of initial eccentricity, the sooner their orbits circularize. For a planet with a 0.01 AU semi-major axis (approximately the semi-major axis of Titan around Saturn), an orbit with an initial eccentricity of 0.5 circularizes entirely within 1 million years after intense tidal heat dissipation.…”
Section: Timescales and Implications For Fiducial Moonsmentioning
confidence: 99%
“…Taking the upper limit of the expected radius of Proxima Cen b, 1.4 R ⊕ , this gives a magnetic moment of ∼0.8M ⊕ , which agrees with the upper limit of Zuluaga & Bustamante (2016). However, Driscoll & Barnes (2015) showed that for an Earth-like terrestrial planet orbiting a star of 0.1 M with high initial eccentricity (e ≥0.1) within 0.07 AU, the planet will circularize before 10 Gyr. On this timescale, the orbital energy dissipated as tidal heating is sufficient to drive a strong convective flow in the planetary interior that could generate a magnetic moment in the range of ∼0.8 − 2.0M ⊕ during the process of circularization.…”
Section: Magnetic Dipole Moment Of Proxima Cen Bmentioning
confidence: 99%