论文标题
使用自动深学习替代和多模式搜索算法的热源布局优化
Heat Source Layout Optimization Using Automatic Deep Learning Surrogate and Multimodal Neighborhood Search Algorithm
论文作者
论文摘要
在卫星布局设计中,热源布局优化(HSLO)是一种有效的技术,可降低最高温度并改善整个系统的热量管理。最近,已经提出了深度学习替代辅助HSLO,该辅助辅助HSLO从布局到其相应的温度场的映射,以便在优化过程中替代仿真以降低计算成本。但是,它面临两个主要挑战:1)某些任务的神经网络代理通常是手动设计为复杂的,需要丰富的调试经验,这对工程领域的设计师来说是具有挑战性的; 2)现有的HSLO算法只能在单个优化中获得几乎最佳的解决方案,并且很容易被捕获以局部最佳限制。为了应对第一个挑战,考虑减少总参数编号并确保相似的准确性以及与特征金字塔网络(FPN)框架相结合的神经体系结构搜索(NAS)方法的开发,以实现自动搜索HSLO的小型深度学习替代模型的目的。为了应对第二个挑战,提出了一种基于多模式搜索的布局优化算法(MNSLO),该算法(MNSLO)可以单一优化同时获得更多,更好的近似最佳设计方案。最后,利用两个典型的二维热传导优化问题来证明该方法的有效性。凭借相似的精度,NAS找到了比原始FPN的参数少80%,拖失板和36%的型号的模型。此外,在自动搜索的深度学习代理人的协助下,MNSLO可以同时实现多个接近最佳的设计方案,以为设计师提供更多的设计多样性。
In satellite layout design, heat source layout optimization (HSLO) is an effective technique to decrease the maximum temperature and improve the heat management of the whole system. Recently, deep learning surrogate assisted HSLO has been proposed, which learns the mapping from layout to its corresponding temperature field, so as to substitute the simulation during optimization to decrease the computational cost largely. However, it faces two main challenges: 1) the neural network surrogate for the certain task is often manually designed to be complex and requires rich debugging experience, which is challenging for the designers in the engineering field; 2) existing algorithms for HSLO could only obtain a near optimal solution in single optimization and are easily trapped in local optimum. To address the first challenge, considering reducing the total parameter numbers and ensuring the similar accuracy as well as, a neural architecture search (NAS) method combined with Feature Pyramid Network (FPN) framework is developed to realize the purpose of automatically searching for a small deep learning surrogate model for HSLO. To address the second challenge, a multimodal neighborhood search based layout optimization algorithm (MNSLO) is proposed, which could obtain more and better approximate optimal design schemes simultaneously in single optimization. Finally, two typical two-dimensional heat conduction optimization problems are utilized to demonstrate the effectiveness of the proposed method. With the similar accuracy, NAS finds models with 80% fewer parameters, 64% fewer FLOPs and 36% faster inference time than the original FPN. Besides, with the assistance of deep learning surrogate by automatic search, MNSLO could achieve multiple near optimal design schemes simultaneously to provide more design diversities for designers.