simulator matlab 2021a Search Results


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MathWorks Inc simscape environment
Figure 1. <t>Simscape</t> model of the RIP. The control input is denoted by u; the angular displacement of the horizontal arm is denoted by q1, and the angular position of the pendulum is denoted by q2.
Simscape Environment, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 96/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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MathWorks Inc simbiology model analyzer application
Figure 1. <t>Simscape</t> model of the RIP. The control input is denoted by u; the angular displacement of the horizontal arm is denoted by q1, and the angular position of the pendulum is denoted by q2.
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Figure 1. <t>Simscape</t> model of the RIP. The control input is denoted by u; the angular displacement of the horizontal arm is denoted by q1, and the angular position of the pendulum is denoted by q2.
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OpenSim Ltd api 4.3
Figure 1. <t>Simscape</t> model of the RIP. The control input is denoted by u; the angular displacement of the horizontal arm is denoted by q1, and the angular position of the pendulum is denoted by q2.
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MathWorks Inc genetic pattern search optimization
Figure 1. <t>Simscape</t> model of the RIP. The control input is denoted by u; the angular displacement of the horizontal arm is denoted by q1, and the angular position of the pendulum is denoted by q2.
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ANSYS inc ansys 2021 software
Figure 1. <t>Simscape</t> model of the RIP. The control input is denoted by u; the angular displacement of the horizontal arm is denoted by q1, and the angular position of the pendulum is denoted by q2.
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ANSYS inc 2021 software
Figure 1. <t>Simscape</t> model of the RIP. The control input is denoted by u; the angular displacement of the horizontal arm is denoted by q1, and the angular position of the pendulum is denoted by q2.
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Image Search Results


Figure 1. Simscape model of the RIP. The control input is denoted by u; the angular displacement of the horizontal arm is denoted by q1, and the angular position of the pendulum is denoted by q2.

Journal: Modelling—International Open Access Journal of Modelling in Engineering Science

Article Title: Modeling, Simulation, and Control of a Rotary Inverted Pendulum: A Reinforcement Learning-Based Control Approach

doi: 10.3390/modelling5040095

Figure Lengend Snippet: Figure 1. Simscape model of the RIP. The control input is denoted by u; the angular displacement of the horizontal arm is denoted by q1, and the angular position of the pendulum is denoted by q2.

Article Snippet: Simulations are conducted in the Simscape environment in MATLAB®/Simulink 2021a.

Techniques: Control

Figure 9. Time evolution of angular positions of the Simscape and mathematical model for (a) arm position and (b) pendulum position.

Journal: Modelling—International Open Access Journal of Modelling in Engineering Science

Article Title: Modeling, Simulation, and Control of a Rotary Inverted Pendulum: A Reinforcement Learning-Based Control Approach

doi: 10.3390/modelling5040095

Figure Lengend Snippet: Figure 9. Time evolution of angular positions of the Simscape and mathematical model for (a) arm position and (b) pendulum position.

Article Snippet: Simulations are conducted in the Simscape environment in MATLAB®/Simulink 2021a.

Techniques: