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OPTIMIZATION WITH HIGH-COST OBJECTIVE FUNCTION EVALUATIONS IN A COMPUTING GRID AND AN APPLICATION TO SIMULATION-BASED DESIGN

机译:计算网格中高成本目标函数评估的优化及其在基于仿真的设计中的应用

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摘要

The emerging grid computing technologies are aimed at the creation of virtual supercomputers to conduct huge scale scientific computations by harvesting computing resources on the Internet. This paper introduces a grid-enabled implementation of an optimization program for large-scale optimization problems requiring high-cost, black-box objective function evaluations. Adopting grid computing can be particularly beneficial for building surrogates such as response surfaces and carrying out large-scale optimizations using stochastic optimization algorithms. However, several problems have to be resolved for effective utilization of grid resources because of heterogeneity in computer capacity among grid resources and limited network conditions inherent in grid systems. This paper identifies some of the problems and introduces algorithms to effectively carry out large-scale optimizations on a grid. Specifically, asynchronous genetic and particle swarm optimization algorithms are developed for grid computing environments. The performance and characteristics of the grid-enabled implementations are assessed via extensive numerical tests. Finally, structural design based on high-fidelity simulations is carried out using the proposed algorithm in a computing grid system.
机译:新兴的网格计算技术旨在创建虚拟超级计算机,以通过收集Internet上的计算资源来进行大规模的科学计算。本文针对需要大量成本,黑匣子目标函数评估的大规模优化问题,介绍了基于网格的优化程序实现。采用网格计算对于构建诸如响应面之类的替代物并使用随机优化算法进行大规模优化特别有利。但是,由于网格资源之间计算机容量的异质性以及网格系统固有的有限网络条件,必须有效解决网格资源的若干问题。本文确定了一些问题,并介绍了可在网格上有效进行大规模优化的算法。具体来说,为网格计算环境开发了异步遗传和粒子群优化算法。通过大量的数值测试来评估基于网格的实现的性能和特性。最后,在计算网格系统中使用提出的算法进行了基于高保真模拟的结构设计。

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