Modeling the high-brightness state of the recurrent nova T CrB as an enhanced mass-transfer event

TL;DR

This paper models the high-brightness transient state of T CrB as an enhanced mass-transfer event, successfully reproducing observed light curves and color changes through accretion disk simulations.

Contribution

It presents the first detailed model of a transient high-accretion state in a recurrent nova, linking it to enhanced mass transfer and disk dynamics.

Findings

Reproduces the brightening with an accretion disk model using specific parameters.

Models the pre-eruption dip via inner disk expansion.

Matches observed color changes during the transient event.

Abstract

T~Coronae Borealis is the nearest symbiotic recurrent nova. Twice in the last two centuries, in 1866 and 1946, the accreted material ignited on the surface of the white dwarf via runaway thermonuclear fusion reactions and produced a nova eruption. Both eruptions occurred approximately midway through a transient state of high luminosity. A possible explanation of such a state is a dwarf-nova-like outburst, which may arise from a transient increase in the mass-transfer rate of the donor star. We simulate the response of an accretion disk to an event of enhanced mass-transfer that is ``interrupted'' by a pre-eruption dip associated to the convective phase leading to the thermonuclear runaway, and model the resulting optical light curve using the parameters of the T~CrB binary. Our model represents the first attempt to reproduce the transient high-accretion state. The observed brightening can be satisfactorily reproduced by models of an accretion disk with a viscosity parameter $\alpha = 3$, an event of enhanced mass-transfer with a duration of $\Delta t = 15$\,yr, and quiescent and high-state mass-transfer rates of $2.0 \times 10^{-9} \, M_\odot$\,yr$^{-1}$ and $1.9 \times 10^{-7} \, M_\odot$\,yr$^{-1}$, respectively, while the pre-eruption dip can be reproduced by the small, accelerated expansion of the inner disk radius, at an average velocity of 0.02\,km\,s$^{-1}$. Our model is also capable of reproducing the observed changes in color of T~CrB throughout the transient event.