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arXiv 2011.14431astro-ph.EPphysics.flu-dyn
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偏心率轨道上的星子会快速侵蚀

Planetesimals on eccentric orbits erode rapidly

Lukas Cedenblad, Noemi Schaffer, Anders Johansen, B. Mehlig, Dhrubaditya Mitra

AI总结:

该研究结合理论与格子玻尔兹曼方法数值模拟,发现原行星盘中大天体侵蚀在中间阶段遵循普适幂律,并估算出内盘不同轨道的星子侵蚀速率,揭示了偏心率轨道星子的快速侵蚀现象。

摘要:

我们研究了原行星盘中星子发生侵蚀的可能性。我们结合理论与直接数值模拟(格子玻尔兹曼方法,Lattice Boltzmann Method),计算了尺寸远大于气体分子平均自由程的不同形状大天体在气流中的侵蚀情况。我们发现,在中间时间阶段,侵蚀随时间遵循普适幂律规律,与气流的雷诺数(Reynolds number)及天体初始形状无关。据此我们估算,轨道半长轴位于内盘(小于约10天文单位(au))的偏心率轨道星子,即便偏心率极小,也会在约一百年内快速侵蚀殆尽;即便圆轨道上的星子,若轨道半长轴≲0.6au,也会在约一万年内侵蚀消失。

英文摘要:

We investigate the possibility of erosion of planetesimals in a protoplanetary disk. We use theory and direct numerical simulations (Lattice Boltzmann Method) to calculate the erosion of large -- much larger than the mean-free-path of gas molecules -- bodies of different shapes in flows. We find that erosion follows a universal power-law in time, at intermediate times, independent of the Reynolds number of the flow and the initial shape of the body. Consequently, we estimate that planetesimals in eccentric orbits, of even very small eccentricity, rapidly (in about hundred years) erodes away if the semi-major axis of their orbit lies in the inner disk -- less than about $10$ au. Even planetesimals in circular orbits erode away in approximately ten thousand years if the semi-major axis of their orbits are $\lessapprox 0.6$au.

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