Hypercube performance for 2-D seismic finite-difference modeling

L. J. Baker
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引用次数: 3

Abstract

Wave-equation seismic modeling in two space dimensions is computationally intensive, often requiring hours of supercomputer CPU time to run typical geological models with 500 × 500 grids and 100 sources. This paper analyzes the performance of ACOUS2D, an explicit 4th-order finite-difference program, on Intel's 16-processor vector hypercube computer. The conversion of the sequential version of ACOUS2D to run on hypercube was straightforward, but time-consuming. The key consideration for optimal efficiency is load balancing. On a fairly typical geologic model, the 16-processor Intel vector hypercube computer ran ACOUS2D at 1/3 the speed of a Cray-1S.
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二维地震有限差分建模的超立方体性能
二维空间的波动方程地震建模是计算密集型的,通常需要几个小时的超级计算机CPU时间来运行500 × 500网格和100个震源的典型地质模型。本文分析了显式四阶有限差分程序ACOUS2D在Intel的16处理器矢量超立方体计算机上的性能。将连续版本的ACOUS2D转换为在hypercube上运行很简单,但是很耗时。最优效率的关键考虑因素是负载平衡。在一个相当典型的地质模型中,16处理器的英特尔矢量超立方体计算机以Cray-1S的1/3速度运行ACOUS2D。
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