2018
DOI: 10.11128/sne.28.bn21.10411
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A Solution to ARGESIM Benchmark C21 based on Modelica Components

Abstract: The ARGESIM C21 benchmark 'State Events and Structural-dynamic Systems' adresses difficulties that appear in the modelling and simulation of discrete systems with state and structure-changing events. The solution presented here uses Modelica and a component based approach. It shows that even though Modelica may have conceptual problems modelling such systems, it is capable to deal with all the tasks of the benchmark in a straightforward way.

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Cited by 2 publications
(15 citation statements)
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“…new1 [1] = atan2(state2 [1],state2 [2]); new1 [2] = (state2 [2] * state2 [3] -state2 [1] * state2 [4])/l^2; new2 [1] = l * sin(state1 [1]); new2 [2] = l * cos(state1 [1]); new2 [3] = l * state1 [2] * cos(state1 [1]); new2 [4] = -l * state1 [2] * sin(state1 [1]);…”
Section: Case Study Rotating Pendulum With Free Flight Phasementioning
confidence: 99%
See 4 more Smart Citations
“…new1 [1] = atan2(state2 [1],state2 [2]); new1 [2] = (state2 [2] * state2 [3] -state2 [1] * state2 [4])/l^2; new2 [1] = l * sin(state1 [1]); new2 [2] = l * cos(state1 [1]); new2 [3] = l * state1 [2] * cos(state1 [1]); new2 [4] = -l * state1 [2] * sin(state1 [1]);…”
Section: Case Study Rotating Pendulum With Free Flight Phasementioning
confidence: 99%
“…To facilitate the implementation of the two systems a partial model SwitchableSystem has been defined that contains the state, the inputs and outputs and the triggering: Using this the implementation of a concrete system only needs the definition of the state equations, usually in form of an ODE. Even a graphical approach is possible [3], but MapleSim cannot cope with such a model.…”
Section: Case Study Rotating Pendulum With Free Flight Phasementioning
confidence: 99%
See 3 more Smart Citations