Zero Stability in Hierarchical Co-Simulation

This work presents investigations on zero-stability of hierarchical co-simulation methods with an arbitrary number of co-simulation levels. In comparison to traditional co-simulation, where all participating systems are coordinated by a single co-simulation, hierarchical co-simulation allows the introduction of further co-simulations on several levels beneath a top-level co-simulation. This way, individual macro step sizes and orchestration algorithms may be used on every level. In this paper, we investigate the implications of the introduction of such a hierarchy, which may extend to an arbitrarily chosen number of levels, on the important convergence property of zero stability.

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Published
2024-12-15
DOI
https://doi.org/10.1109/wsc63780.2024.10838842
Primary Topic
Simulation Techniques and Applications
Type
article
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article

Zero Stability in Hierarchical Co-Simulation

Irene Hafner, Martin Bicher, Niki Popper
Simulation Techniques and Applications
article

Zero Stability in Hierarchical Co-Simulation

Irene Hafner, Martin Bicher, Niki Popper
article en

Abstract

This work presents investigations on zero-stability of hierarchical co-simulation methods with an arbitrary number of co-simulation levels. In comparison to traditional co-simulation, where all participating systems are coordinated by a single co-simulation, hierarchical co-simulation allows the introduction of further co-simulations on several levels beneath a top-level co-simulation. This way, individual macro step sizes and orchestration algorithms may be used on every level. In this paper, we investigate the implications of the introduction of such a hierarchy, which may extend to an arbitrarily chosen number of levels, on the important convergence property of zero stability.

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Simulation Techniques and Applications
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