Guidelines for the Application of a Coupling Method for Non-iterative Co-simulation

M. Benedikt, A. Hofer
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引用次数: 21

Abstract

Modular simulation requires efficient coupling of the involved subsystems. Subsystems are independently solved and synchronized at coupling time instants. By the commonly used non-iterative coupling approach the extrapolation of some coupling quantities is necessary because of bidirectional dependencies between subsystems. Thus, a coupling step-size dependent coupling error is introduced. Required sampling of the coupling signals may lead to aliasing effects and unintentional discontinuities at coupling time instants occur. A recently developed coupling error compensation approach seems to be able to solve the typical problems concerning non-iterative co-simulation. However, for adequate usage of the available functionalities proper settings of the proposed coupling scheme are mandatory. In this work, the basic nearly energy-preserving coupling approach is explained and significant extensions are proposed. Especially, the resulting enhanced coupling performance enables smoothing of the coupling signals without degradation of the overall system behavior. The resulting effects as well as the specific adjustments are discussed, which leads to supporting parameterization guidelines.
非迭代联合仿真耦合方法应用指南
模块化仿真需要对所涉及的子系统进行有效的耦合。子系统在耦合时刻独立求解和同步。在常用的非迭代耦合方法中,由于子系统之间的双向依赖关系,需要对某些耦合量进行外推。因此,引入了依赖于耦合步长的耦合误差。对耦合信号进行必要的采样可能导致混叠效应,在耦合时间瞬间发生无意的不连续。最近发展起来的一种耦合误差补偿方法似乎能够解决非迭代联合仿真中的典型问题。然而,为了充分利用可用的功能,建议的耦合方案的适当设置是强制性的。本文解释了基本的近能量守恒耦合方法,并提出了重要的扩展。特别是,由此产生的增强耦合性能使耦合信号平滑,而不会降低整个系统的行为。讨论了由此产生的影响以及具体的调整,从而得出支持参数化的指导方针。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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