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arXiv · 2312.06775

Three-dimensional simulations of the magnetorotational instability in eccentric disks

Chi-Ho Chan·Tsvi Piran·Julian H. Krolik
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Abstract

Previously we demonstrated that the magnetorotational instability (MRI) grows vigorously in eccentric disks, much as it does in circular disks, and we investigated the nonlinear development of the eccentric MRI without vertical gravity. Here we explore how vertical gravity influences the magnetohydrodynamic (MHD) turbulence stirred by the eccentric MRI. Similar to eccentric disks without vertical gravity, the ratio of Maxwell stress to pressure, or the Shakura--Sunyaev alpha parameter, remains ~0.01, and the local sign flip in the Maxwell stress persists. Vertical gravity also introduces two new effects. Strong vertical compression near pericenter amplifies reconnection and dissipation, weakening the magnetic field. Angular momentum transport by MHD stresses broadens the mass distribution over eccentricity at much faster rates than without vertical gravity; as a result, spatial distributions of mass and eccentricity can be substantially modified in just ~5 to 10 orbits. MHD stresses in the eccentric debris of tidal disruption events may power emission $\gtrsim$1 yr after disruption.

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Chi-Ho Chan, Tsvi Piran, Julian H. Krolik. 2023-12-11. Three-dimensional simulations of the magnetorotational instability in eccentric disks. https://doi.org/10.3847/1538-4357%2Fad5d5a

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