Exocomet orbital distribution around $β$ Pictoris

Fuente: arXiv
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Autore principale: Heller, René
Natura: Preprint
Pubblicazione: 2024
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author Heller, René
author_facet Heller, René
contents The 23 Myr young star $β$ Pictoris is a laboratory for planet formation studies given its observed debris disk, its two directly imaged super-Jovian planets, and the evidence of transiting extrasolar comets. The most recent evidence of exocometary transits around $β$ Pic came from the TESS space mission. Previous analyses of these transits constrained the orbital distribution of the underlying exocomet population to range between about 0.03 and 1.3 AU assuming a fixed transit impact parameter. Here we examine the distribution of the observed transit durations ($Δt$) to infer the orbital surface density distribution ($δ$) of the underlying exocomet sample. We show that a narrow belt of exocomets around $β$ Pic, in which the transit impact parameters are randomized but the orbital semimajor axes are equal, results in a pile-up of long transit durations. This is contrary to observations, which reveal a pile-up of short transit durations ($Δt \approx 0.1$ d) and a tail of only a few transits with $Δt > 0.4$ d. A flat density distribution of exocomets between about 0.03 and 2.5 AU results in a better match between the resulting $Δt$ distribution and the observations but the slope of the predicted $Δt$ histogram is not sufficiently steep. An even better match to the observations can be produced with a $δ\propto a^β$ power law. Our modeling reveals a best fit between the observed and predicted $Δt$ distribution for $β= -0.15_{-0.10}^{+0.05}$. A more reasonable scenario in which the exocometary trajectories are modeled as hyperbolic orbits can also reproduce the observed $Δt$ distribution to some extent. Our results imply that cometary material exists on highly eccentric orbits with a more extended range of semimajor axes than suggested by previous spectroscopic observations.
format Preprint
id arxiv_https___arxiv_org_abs_2407_20829
institution arXiv
publishDate 2024
record_format arxiv
spellingShingle Exocomet orbital distribution around $β$ Pictoris
Heller, René
Earth and Planetary Astrophysics
The 23 Myr young star $β$ Pictoris is a laboratory for planet formation studies given its observed debris disk, its two directly imaged super-Jovian planets, and the evidence of transiting extrasolar comets. The most recent evidence of exocometary transits around $β$ Pic came from the TESS space mission. Previous analyses of these transits constrained the orbital distribution of the underlying exocomet population to range between about 0.03 and 1.3 AU assuming a fixed transit impact parameter. Here we examine the distribution of the observed transit durations ($Δt$) to infer the orbital surface density distribution ($δ$) of the underlying exocomet sample. We show that a narrow belt of exocomets around $β$ Pic, in which the transit impact parameters are randomized but the orbital semimajor axes are equal, results in a pile-up of long transit durations. This is contrary to observations, which reveal a pile-up of short transit durations ($Δt \approx 0.1$ d) and a tail of only a few transits with $Δt > 0.4$ d. A flat density distribution of exocomets between about 0.03 and 2.5 AU results in a better match between the resulting $Δt$ distribution and the observations but the slope of the predicted $Δt$ histogram is not sufficiently steep. An even better match to the observations can be produced with a $δ\propto a^β$ power law. Our modeling reveals a best fit between the observed and predicted $Δt$ distribution for $β= -0.15_{-0.10}^{+0.05}$. A more reasonable scenario in which the exocometary trajectories are modeled as hyperbolic orbits can also reproduce the observed $Δt$ distribution to some extent. Our results imply that cometary material exists on highly eccentric orbits with a more extended range of semimajor axes than suggested by previous spectroscopic observations.
title Exocomet orbital distribution around $β$ Pictoris
topic Earth and Planetary Astrophysics
url https://arxiv.org/abs/2407.20829