Task graph based system partitioning for multirate integration

V. Waurich, M. Flehmig
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Abstract

Models with loosely coupled subsystems and network models are often characterised by subsystems of different dynamics. Therefore, mulirate methods have been brought into the EOOLT community over the last couple of years. These methods split the system into a fast and a slow part and integrate them using different step sizes to obtain faster simulations. Besides the numerical properties of multirate methods, an important challenge is to divide the system into a manageable number of subpartitions which can be assigned to a suitable step size. This paper presents a promising approach towards system partitioning for multirate integration that is based on a systems task graph. The proposed algorithms and the guard mechanism aim to reduce the overhead of the multirate method which is introduced by deciding between active and latent variables at simulation execution time.
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基于任务图的多速率集成系统划分
具有松散耦合子系统和网络模型的模型通常以具有不同动力学的子系统为特征。因此,在过去的几年里,多种方法被引入了eolt社区。这些方法将系统分为快速和慢速部分,并使用不同的步长将它们集成以获得更快的模拟。除了多速率方法的数值特性外,一个重要的挑战是将系统划分为可管理的数量的子分区,这些子分区可以分配到合适的步长。本文提出了一种基于系统任务图的多速率集成系统划分方法。所提出的算法和保护机制旨在减少多速率方法在仿真执行时在主动变量和潜在变量之间进行选择所带来的开销。
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