Prospecting transit duration variations in extrasolar planetary systems
C. Damiani, A. F. Lanza

TL;DR
This paper explores how long-term transit duration variations can be used to measure stellar obliquity and detect additional bodies in exoplanetary systems, offering an alternative to the Rossiter-McLaughlin effect.
Contribution
It introduces a simple, general theory for analyzing transit duration variations to constrain stellar obliquity and detect companions, applicable to both oblique and eccentric systems.
Findings
TDVs can constrain stellar obliquity in transiting systems.
The method can detect Earth-mass companions through nodal precession.
Application to known systems shows potential for future space telescopes.
Abstract
In transiting planetary systems, the angle between the orbital angular momentum and the stellar spin is usually constrained through the Rossiter-McLaughlin effect observed in radial velocity and can be subject to large uncertainties, especially for hot stars (T_eff > 6250 K). It is thus interesting to have an alternative method to constrain the value of the obliquity and to detect companions that might have disturbed the orbit of the planet. We show how the long-term variations in the transit duration (TDV) can be used to constrain the obliquity of the stellar rotation axis. We introduce a simple theory to express the secular variations in the orbital elements and their effects on the TDVs with a general formulation valid for both oblique and eccentric systems. Parameters or orbital elements that cannot be directly measured, such as the longitude of the ascending node of the orbit, are…
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