Prospects for detecting the Rossiter-McLaughlin effect of Earth-like planets: the test case of TRAPPIST-1b and c
Ryan Cloutier, Amaury H.M.J Triaud

TL;DR
This paper evaluates the feasibility of detecting the Rossiter-McLaughlin effect for Earth-like planets around ultracool dwarfs, using TRAPPIST-1 as a test case, to measure spin-orbit alignment and mutual inclinations.
Contribution
It demonstrates that the Rossiter-McLaughlin effect can be effectively used to determine spin-orbit angles for Earth-sized planets around ultracool dwarfs, highlighting observational strategies and challenges.
Findings
Expected semi-amplitudes of 40-50 m/s for TRAPPIST-1 planets.
Spin-orbit angle can be measured to within 10 degrees with 2 m/s stability.
Chromatic Rossiter-McLaughlin variations may be detectable due to atmospheric absorbers.
Abstract
The Rossiter-McLaughlin effect is the principal method of determining the sky-projected spin--orbit angle () of transiting planets. Taking the example of the recently discovered TRAPPIST-1 system, we explore how ultracool dwarfs facilitate the measurement of the spin--orbit angle for Earth-sized planets by creating an effect that can be an order of magnitude more ample than the Doppler reflex motion caused by the planet if the star is undergoing rapid rotation. In TRAPPIST-1's case we expect the semi-amplitudes of the Rossiter-McLaughlin effect to be m/s for the known transiting planets. Accounting for stellar jitter expected for ultracool dwarfs, instrumental noise, and assuming radial velocity precisions both demonstrated and anticipated for upcoming near-infrared spectrographs, we quantify the observational effort required to measure the planets' masses and spin--orbit…
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