ARGESIM基准C7“约束摆”-在MATLAB环境中的解决方案和扩展线性方法,符号方法,灵敏度,并集成到TU维也纳的MMT电子学习环境

M. Grujić, Jakob Haupt, Ypti Hossain, Lorenz Klimon, Paul Setinek, F. Breitenecker
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引用次数: 0

摘要

. ARGESIM基准“C7约束钟摆”基于钟摆撞击大头针的动力学:撞击和释放大头针是一个状态事件,必须妥善管理。这份教育基准报告是一份详细的基准研究,提出了该基准的四个问题。首先,本研究描述了在MATLAB、Simulink和Stateflow中所要求的基准任务的经典方法、实现和结果,重点介绍了事件查找的质量。其次,详细探讨了线性摆模型在事件管理中的可能性:ODE方法、指数矩阵状态空间方法、解析解方法和符号计算方法。第三,该研究概述了模型的敏感性分析,第四,该研究介绍了该模型在维也纳理工大学的MMT电子学习服务器中的实现,用于建模和仿真教育(MMT -数学-建模-工具)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ARGESIM Benchmark C7 'Constrained Pendulum' - Solution in MATLAB Environment and Extensions with Linear Approach, Symbolic Approach, Sensitivity, and Integration into TU Vienna's MMT E-Learning Environment
. The ARGESIM Benchmark ‘C7 Constrained Pendulum’ is based on the dynamics of a pendulum which hits a pin: hit and release of the pin is a state event, which has to be managed properly. This Educational Benchmark Note, a detailed Benchmark Study, presents four issues for this benchmark. First, the study describes classical approaches, implementation and results for the requested benchmark tasks in MATLAB, Simulink and Stateflow, put-ting emphasis on the quality of event finding. Second, the study investigates in detail the possibilities of the linear pendulum model for event management: ODE approach, state space approach with exponential matrix, approach with analytical solution, and approach with symbolic computation. Third, the study sketches sensitivity analysis for the model, and fourth, the study presents the implementation of the model into TU Vienna’s MMT E-Learning Server for education in modelling and simulation (MMT – Mathematics – Modelling – Tools).
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