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Understanding the Soil Bearing Resistance in a Different Gravity Environment via Particle Density Scaling

机译:通过颗粒密度标度了解不同重力环境下的土壤承载力

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Understanding the bearing resistance of planetary regolith is essential to establish a long-term presence on the planets, e.g., extraterrestrial human habitat construction. Despite its importance, our understanding of the bearing resistance remains at best incomplete due to the dearth of data collected from the planetary surface missions as well as the limited amount of planetary soil samples available for the study. Moreover, it is hard to experimentally test the bearing resistance in a different gravity condition that can be obtained through parabolic flight, but which is expensive and can simulate a relatively short duration of different gravities. On the other hand, numerical studies using the discrete element method typically require high computational cost. This study hypothesizes a new approach to investigate the soil bearing resistance in a different gravity environment by simply scaling the particle density instead of reproducing the different gravity conditions. To this end, Terzaghi's bearing capacity theory is tweaked and used to develop the hypothesis. This study performs a set of discrete element simulations to test the hypothesis and demonstrate the feasibility of the proposed approach.
机译:了解行星表土的承载力对于在行星上建立长期存在至关重要,例如外星人类栖息地建设。尽管轴承阻力很重要,但由于从行星表面任务收集的数据不足,以及可用于该研究的行星土壤样本数量有限,我们对轴承阻力的理解充其量仍然不完整。此外,很难通过实验测试通过抛物线飞行获得的不同重力条件下的轴承阻力,但这很昂贵,并且可以模拟相对较短的不同重力持续时间。另一方面,使用离散元方法进行数值研究通常需要较高的计算成本。本研究假设了一种新的方法来研究不同重力环境下的土壤承载阻力,方法是简单地缩放颗粒密度,而不是再现不同的重力条件。为此,太沙基的承载力理论被调整并用于发展这一假说。本研究进行了一系列离散元模拟,以验证该假设,并证明了所提出方法的可行性。

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