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Multi-Output Random Forest Regression to Emulate the Earliest Stages of Planet Formation

机译:多输出随机森林回归,以模拟行星形成的最早阶段

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In the current paradigm of planet formation re-search, it is believed that the first step to forming massive bodies (such as asteroids and planets) requires that small interstellar dust grains floating through space collide with each other and grow to larger sizes. The initial formation of these pebbles is governed by an integro-differential equation known as the Smoluchowski coagulation equation [1], to which analytical solutions are intractable for all but the simplest possible scenarios. While brute-force methods of approximation have been developed, they are computationally costly, currently making it infeasible to simulate this process including other physical processes relevant to planet formation, and across the very large range of scales on which it occurs. In this paper, we take a machine learning approach to designing a system for a much faster approximation. We develop a multi-output random forest regression model trained on brute-force simulation data to approximate distributions of dust particle sizes in protoplanetary disks at different points in time. The performance of our random forest model is measured against the existing brute-force models, which are the standard for realistic simulations. Results indicate that the random forest model can generate highly accurate predictions relative to the brute-force simulation results, with an R2 of 0.97, and do so significantly faster than brute-force methods.
机译:在目前的行星形成重新搜索的范式中,据信形成巨大体(例如小行星和行星)的第一步,要求漂浮在空间彼此碰撞并增长较大尺寸的小星际灰尘颗粒。这些鹅卵石的初始形成由称为Smoluchowski凝固方程[1]的积分微分方程来控制,其中分析解决方案是所有可能的可能场景的侵扰性。虽然已经开发出近似的蛮力方法,但它们是计算的昂贵的,而目前正在制定包括与行星形成相关的其他物理过程,并且跨越其发生的大范围的尺度。在本文中,我们采取机器学习方法来设计一个系统的更快近似。我们开发了关于Brute-Force仿真数据训练的多输出随机森林回归模型,以在不同点处的原子质磁盘中的灰尘粒度分布。随机森林模型的性能是针对现有的蛮力模型来衡量的,这是现实模拟的标准。结果表明,随机森林模型可以产生高度准确的预测,相对于暴力模拟结果,具有r 2 0.97,并比蛮力方法进行得更快。

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