Modelling Long-Period Variables -- II. Fundamental mode pulsation in the nonlinear regime
Michele Trabucchi (1,2), Peter R. Wood (3), Nami Mowlavi (1), Giada, Pastorelli (2,4), Paola Marigo (2), L\'eo Girardi (5), Thomas Lebzelter, (6) ((1) Department of Astronomy, University of Geneva, Switzerland, (2), Dipartimento di Fisica e Astronomia, Universit\`a di Padova

TL;DR
This study uses nonlinear hydrodynamic models to improve predictions of fundamental mode pulsation periods in long-period variable stars, achieving better agreement with observations than linear models.
Contribution
It introduces nonlinear modeling of fundamental mode pulsation in red giants, revealing earlier onset and shorter periods, aligning models more closely with observational data.
Findings
Nonlinear models predict earlier fundamental mode pulsation onset.
Shorter fundamental mode periods at large radii improve observational agreement.
Analytic relations for period-mass-radius in nonlinear regime are provided.
Abstract
Long-period variability in luminous red giants has several promising applications, all of which require models able to accurately predict pulsation periods. Linear pulsation models have proven successful in reproducing the observed periods of overtone modes in evolved red giants, but they fail to accurately predict their fundamental mode periods. Here, we use a 1D hydrodynamic code to investigate the long-period variability of M-type asymptotic giant branch stars in the nonlinear regime. We examine the period and stability of low-order radial pulsation modes as a function of mass and radius, and find overtone mode periods in complete agreement with predictions from linear pulsation models. In contrast, nonlinear models predict an earlier onset of dominant fundamental mode pulsation, and shorter periods at large radii. Both features lead to a substantially better agreement with…
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