# The Heavy-element Content Trend of Planets: A Tracer of their Formation   Sites

**Authors:** Yasuhiro Hasegawa, Bradley M. S. Hansen, and Gautam Vasisht

arXiv: 1904.10288 · 2019-05-29

## TL;DR

This study investigates how the heavy-element content of exoplanets can reveal their formation locations, emphasizing the role of disk-limited gas accretion and planetary migration in shaping observed planetary compositions.

## Contribution

It introduces a model linking heavy-element content trends to formation sites, highlighting the significance of gas accretion regimes and planetary migration in planet formation theories.

## Key findings

- Heavy-element content trend correlates with formation regions near 0.6 au.
- Disk-limited gas accretion is key to reproducing observed trends.
- Planetary migration influences current planet positions relative to formation sites.

## Abstract

Identification of the main planet formation site is fundamental to understanding how planets form and migrate to the current locations. We consider the heavy-element content trend of observed exoplanets derived from improved measurements of mass and radius, and explore how this trend can be used as a tracer of their formation sites. Using gas accretion recipes obtained from detailed hydrodynamical simulations, we confirm that the disk-limited gas accretion regime is most important for reproducing the heavy-element content trend. Given that such a regime is specified by two characteristic masses of planets, we compute these masses as a function of the distance ($r$) from the central star, and then examine how the regime appears in the mass-semimajor axis diagram. Our results show that a plausible solid accretion region emerges at $r \simeq 0.6$ au and expands with increasing $r$, using the conventional disk model. Given that exoplanets that possess the heavy-element content trend distribute currently near their central stars, our results imply the importance of planetary migration that would occur after solid accretion onto planets might be nearly completed at $r \geq 0.6$ au. Self-consistent simulations would be needed to verify the predictions herein.

## Full text

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## Figures

5 figures with captions in the complete paper: https://tomesphere.com/paper/1904.10288/full.md

## References

50 references — full list in the complete paper: https://tomesphere.com/paper/1904.10288/full.md

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Source: https://tomesphere.com/paper/1904.10288