论文标题

灰尘积聚到系外行星

Dust Accretion onto Exoplanets

论文作者

Arras, Phil, Wilson, Megan, Pryal, Matthew, Baker, Jordan

论文摘要

考虑到星际尘埃在天然气巨型系外行星上积聚。 Poynting-Robertson阻力使灰尘颗粒从遥远的储层慢慢倾向恒星。恒星,行星和尘埃颗粒的三体系统的轨道模拟表明,大量的灰尘可能会在近轨道上吸收巨大的行星。地球大气中超音速尘的减速是建模的,包括通过热蒸发和溅射消融。发现作为气相原子沉积的积聚的尘埃质量的比例很大,对于近距离轨道和巨大的行星。如果质量流出和垂直混合足够弱,则积聚的灰尘会产生原子和剩余的灰尘晶粒的恒定混合比。当包含垂直混合以及沉降时,由于同叶上方的陨石源以及同叶下方的混合较深大气的混合比之间的混合比之间的溶液插值。可以在传输光谱中观察到来自原子和连续性灰尘的连续性不透明度的线,以获得足够大的灰尘吸积率,朝向井喷尺寸倾斜的晶粒尺寸分布以及足够弱的垂直混合。如果混合浓烈,陨石来源仍可起作用,以增强从深层大气中混合的重元素,并为形成较大颗粒的形成成核位点。讨论了Lorentz阻力力在限制压力的流速和混合系数$ \ la 1 \,\ rm mbar $中的可能作用。

Accretion of interplanetary dust onto gas giant exoplanets is considered. Poynting-Robertson drag causes dust particles from distant reservoirs to slowly inspiral toward the star. Orbital simulations for the three-body system of the star, planet, and dust particle show that a significant fraction of the dust may accrete onto massive planets in close orbits. The deceleration of the supersonic dust in the planet's atmosphere is modeled, including ablation by thermal evaporation and sputtering. The fraction of the accreted dust mass deposited as gas-phase atoms is found to be large for close-in orbits and massive planets. If mass outflow and vertical mixing are sufficiently weak, the accreted dust produces a constant mixing ratio of atoms and remnant dust grains below the stopping layer. When vertical mixing is included along with settling, the solutions interpolate between the mixing ratio due to the meteoric source above the homopause, and that of the well-mixed deeper atmosphere below the homopause. The line opacity from atoms and continuum opacity from remnant dust may be observable in transmission spectra for sufficiently large dust accretion rates, a grain size distribution tilted toward the blowout size, and sufficiently weak vertical mixing. If mixing is strong, the meteoric source may still act to augment heavy elements mixed up from the deep atmosphere as well as provide nucleation sites for the formation of larger particles. The possible role of the Lorentz drag force in limiting the flow speeds and mixing coefficient for pressures $\la 1\, \rm mbar$ is discussed.

扫码加入交流群

加入微信交流群

微信交流群二维码

扫码加入学术交流群,获取更多资源