Time evolution of a viscous protoplanetary disk with a free geometry: Toward a more self-consistent picture

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Abstract

Observations of protoplanetary disks show that some characteristics seem recurrent, even in star formation regions that are physically distant such as surface mass density profiles varying as r -1 or aspect ratios of about 0.03-0.23. Accretion rates are also recurrently found around 10 -8-10-6 M yr-1 for disks that have already evolved. Several models have been developed in order to recover these properties. However, most of them usually simplify the disk geometry if not its mid-plane temperature. This has major consequences for modeling the disk evolution over millions of years and consequently planet migration. In the present paper, we develop a viscous evolution hydrodynamical numerical code that simultaneously determines the disk photosphere geometry and the mid-plane temperature. We then compare our results of long-term simulations with similar simulations of disks with a constrained geometry along the Chiang & Goldreich prescription (d lnH/d lnr = 9/7). We find that the constrained geometry models provide a good approximation of the disk surface density evolution. However, they differ significantly regarding the temperature-time evolution. In addition, we find that shadowed regions naturally appear at the transition between viscously dominated and radiation-dominated regions that falls in the region of planetary formation. We show that χ (photosphere height to pressure scale height ratio) cannot be considered a constant, which is consistent with the findings of Watanabe & Lin. Comparisons with observations show that all disks naturally evolve toward a shallow surface density disk (Σr -1). The mass flux across the disk typically stabilizes in about 1 Myr. © 2014. The American Astronomical Society. All rights reserved.

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Baillié, K., & Charnoz, S. (2014). Time evolution of a viscous protoplanetary disk with a free geometry: Toward a more self-consistent picture. Astrophysical Journal, 786(1). https://doi.org/10.1088/0004-637X/786/1/35

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