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Mauricio González-Servín

Publications and source records attributed to Mauricio González-Servín.

2 recordsLinked to original sources

Tidal disruption of stellar binaries as a pathway to exotic transients

Tidal disruption event (TDE) progenitors are commonly modelled as single stars on parabolic orbits around a supermassive black hole (SMBH), yet observations reveal a richer diversity of dynamical pathways. We show that tidal separation of stellar binaries by a $10^6\,M_\odot$ SMBH provides a natural mechanism for producing eccentric TDEs. Using restricted three-body and SPH simulations, we model a solar-like star (SLS)--white dwarf (WD) binary on a parabolic orbit. The binary orbital phase governs the outcome: one component is captured onto a tightly bound orbit while the other is ejected as a hypervelocity object, naturally producing TDEs with eccentricities $e \neq 1$. We classify these into Elliptical TDEs (eTDEs) and Hyperbolic TDEs (hTDEs), occurring with equal probability. For $\sim 88\%$ of orientations the disruption is clean, with no mass accreted by the WD. The remaining $\sim 12\%$, in two narrow phase windows, leaves the WD with a captured debris envelope (WDDE). About a third of that, $\sim 4\%$ of orientations, involves a direct WD--SLS collision near pericenter, with fallback peaking up to five times earlier and twenty times higher than for a single star; for the innermost $\sim 1.5\%$ the total WDDE mass exceeds $1.4\,M_\odot$, though the degenerate core does not, since the captured material forms a non-degenerate envelope, suggesting outcomes ranging from nova-like events to peculiar red giant-like objects. Depending on the phase, the mechanism may also produce repeating partial TDEs (rTDEs) and quasi-periodic eruptions (QPEs). Binary--SMBH encounters provide a robust channel for generating diverse TDEs with distinct observational signatures.

astro-ph.HE↗

Numerical MHD simulations of solar flares and their associated small-scale structures

Using numerical simulations, we study the formation and dynamics of post-flare loops in a local region of the solar atmosphere. The MHD equations rule the post-flare structures' dynamic evolution, including space-dependent magnetic resistivity and highly anisotropic thermal conduction on a 2.5 D slice. We use an initial magnetic configuration consisting of a vertical current sheet, which helps trigger the magnetic reconnection process. Specifically, we study two scenarios, one with only resistivity and the second with resistivity plus thermal conduction. Numerical simulations show differences in the global morphology of the post-flare substructures in both cases. In particular, localized resistivity produces more substructure on the loops related to a Ritchmyer-Meshkov Instability (RMI). On the other hand, in the scenario with resistivity plus thermal conduction, the post-flare loops are smooth, and no apparent substructures develop. Besides, in the $z-$component of the current density for the Res+TC scenario, we observe the development of multiple small magnetic islands along the current sheet.

astro-ph.SR↗