The Rossiter-McLaughlin effect for exomoons or binary planets
Quntao Zhuang, Xun Gao, Qingjuan Yu (KIAA)

TL;DR
This paper investigates how binary planets or exomoons influence the Rossiter-McLaughlin effect during transit, revealing signatures that can inform about their orbital configurations and mass distributions.
Contribution
It introduces a novel analysis of the Rossiter-McLaughlin effect specific to binary planets and exomoons, including analytical and numerical methods to interpret their signatures.
Findings
The R-M effect for binary systems has two components: a conventional part and a binary orbital rotation part.
The binary orbital rotation can cause deviations up to several tens of m/s in stellar radial velocity.
Distribution of these deviations helps constrain the binary's orbital inclination and component properties.
Abstract
In this paper we study possible signatures of binary planets or exomoons on the Rossiter-McLaughlin (R-M) effect. Our analyses show that the R-M effect for a binary planet or exomoon during its complete transit phase can be divided into two parts. The first is the conventional one similar to the R-M effect from the transit of a single planet, of which the mass and the projected area are the combinations of the binary components; and the second is caused by the orbital rotation of the binary components, which may add a sine- or linear-mode deviation to the stellar radial velocity curve. We find that the latter effect can be up to several or several ten m/s. By doing numerical simulations as well as analytical analyses, we illustrate that the distribution and dispersion of the latter effects obtained from multiple transit events can be used to constrain the dynamical configuration of the…
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