Alleviating the scaling problem of cosmological hydrodynamic simulations with HECA

L. Oser, M. Gajbe, K. Nagamine, G. Bryan, J. Ostriker, R. Cen
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Abstract

We (the CAGE team) present a possible solution to the scaling problem that is inherent to cosmological simulations of structure formation. With an increasing number of computational nodes the resources that are lost due to communication overhead and load balancing is growing and thereby limiting the problem sizes and/or resolution level that can be computed in a reasonable amount of time. To alleviate this problem, we propose the HECA (Hierarchical Ensemble Computing Algorithm). Instead of running a full-box cosmological simulation, we perform multiple (only limited by the number of processing nodes) zoom-in simulations concurrently that are independent of each other and thereby providing a perfect scaling to large core counts. In these simulations we can reach a much higher resolution level that would be unfeasible to achieve in a full-box simulation. We show that with the help of HECA we are able to efficiently use the ressources provided by modern petascale supercomputers to simulate a statistically significant sample of galaxies.
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用HECA缓解宇宙流体力学模拟的标度问题
我们(CAGE团队)提出了一种可能的解决方案,以解决结构形成的宇宙学模拟所固有的缩放问题。随着计算节点数量的增加,由于通信开销和负载平衡而丢失的资源也在增加,从而限制了在合理时间内可以计算的问题大小和/或解决级别。为了解决这个问题,我们提出了层次集成计算算法(HECA)。我们没有运行一个完整的宇宙模拟,而是同时执行多个相互独立的放大模拟(仅受处理节点数量的限制),从而提供了一个完美的扩展到大型核心计数。在这些模拟中,我们可以达到更高的分辨率水平,这在全箱模拟中是无法实现的。我们表明,在HECA的帮助下,我们能够有效地利用现代千万亿次超级计算机提供的资源来模拟具有统计意义的星系样本。
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