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A cycle-based formulation for the simulation of multi time-scale systems - Application to the modeling of the storage system of a fully electric ferry

机译:用于多时标系统仿真的基于周期的公式-在全电动渡轮存储系统建模中的应用

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This paper addresses the simulation of complex systems which consider phenomena with different time scales. Such problems are encountered on studies of electrical systems which try to take into account the simulation of the power converter and its control laws, over representative operating cycles of several hours. Moreover, when storage elements are integrated into a power chain, their aging may need the designer to consider larger time scales, which can then exceed a few years. It is the reason why most studies separate the time scales between the slow dynamics for the energetic, thermal and aging phenomena, and the fast ones to study the power converter and its control laws. This paper presents an original cycle-based and multi-rate method for the simulation of power systems with a wide range of time scales and with high mutual dependency between the fast and slow state variables. This method is applied to the supercapacitor energy storage system of a full-electric ferry. The proposed simulation results take into account at the same time the switching of the power converter and the aging of the supercapacitor, with a reduction of the computational effort greater than 10(5). In other words, while a full calculation of the problem takes 10 centuries on a personal computer, the proposed method permits to have the same result in only 15 days. (C) 2018 International Association for Mathematics and Computers in Simulation (IMACS). Published by Elsevier B.V. All rights reserved.
机译:本文讨论了考虑不同时标的复杂系统的仿真。在电气系统的研究中会遇到这样的问题,这些系统试图在几个小时的代表性运行周期中考虑功率转换器的仿真及其控制规律。此外,当存储元件集成到电源链中时,它们的老化可能需要设计人员考虑更长的时间范围,这可能会超过几年。这就是为什么大多数研究将时间尺度划分为能量,热和老化现象的慢动力学与研究功率转换器及其控制律的快速动力学之间的时间尺度的原因。本文提出了一种原始的基于周期的多速率方法,用于在大范围的时间范围内以及快速状态变量和慢速状态变量之间具有很高的相互依赖性的电力系统仿真。该方法适用于全电动渡轮的超级电容器储能系统。拟议的仿真结果同时考虑了功率转换器的切换和超级电容器的老化,并且计算量减少了10(5)以上。换句话说,虽然在个人计算机上完整计算问题要花费10个世纪,但所提出的方法仅在15天之内就可以得到相同的结果。 (C)2018国际模拟数学与计算机协会(IMACS)。由Elsevier B.V.发布。保留所有权利。

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