Trajectory Control of Compliant Parallel-Arm Mechanisms
In this paper, a compliant parallel-arm mechanism design with a desired trajectory control is investigated. The compliant parallel-arm mechanism consists of two large-deflecting initially straight beams and a rigid coupler. The coupler is assumed to be actuated by a magnetic force drive with an obta...
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Veröffentlicht in: | Journal of mechanical design (1990) 2010-01, Vol.132 (1) |
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creator | Tekeş, Ayşe Sönmez, Ümit Güvenç, Bilin Aksun |
description | In this paper, a compliant parallel-arm mechanism design with a desired trajectory control is investigated. The compliant parallel-arm mechanism consists of two large-deflecting initially straight beams and a rigid coupler. The coupler is assumed to be actuated by a magnetic force drive with an obtainable force history. This compliant parallel-arm mechanism can be used as an indexing mechanism or a dwell mechanism if the rigid coupler horizontal trajectory includes stops at a certain horizontal displacement (rise) and it also includes waiting periods at the specified rise for a desired duration. This trajectory is achieved by using a conventional proportional-integral-derivative type trajectory controller that uses position, velocity, and acceleration information. The theory and the presented results are checked by several methods, including geometrically nonlinear finite element analysis, then a simulation based method, and finally an experimental method. The experimental setup is constructed based on a reverse engineering concept to validate the theory and to confirm the simulation results. |
doi_str_mv | 10.1115/1.4000637 |
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The compliant parallel-arm mechanism consists of two large-deflecting initially straight beams and a rigid coupler. The coupler is assumed to be actuated by a magnetic force drive with an obtainable force history. This compliant parallel-arm mechanism can be used as an indexing mechanism or a dwell mechanism if the rigid coupler horizontal trajectory includes stops at a certain horizontal displacement (rise) and it also includes waiting periods at the specified rise for a desired duration. This trajectory is achieved by using a conventional proportional-integral-derivative type trajectory controller that uses position, velocity, and acceleration information. The theory and the presented results are checked by several methods, including geometrically nonlinear finite element analysis, then a simulation based method, and finally an experimental method. 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Mech. Des</addtitle><description>In this paper, a compliant parallel-arm mechanism design with a desired trajectory control is investigated. The compliant parallel-arm mechanism consists of two large-deflecting initially straight beams and a rigid coupler. The coupler is assumed to be actuated by a magnetic force drive with an obtainable force history. This compliant parallel-arm mechanism can be used as an indexing mechanism or a dwell mechanism if the rigid coupler horizontal trajectory includes stops at a certain horizontal displacement (rise) and it also includes waiting periods at the specified rise for a desired duration. This trajectory is achieved by using a conventional proportional-integral-derivative type trajectory controller that uses position, velocity, and acceleration information. The theory and the presented results are checked by several methods, including geometrically nonlinear finite element analysis, then a simulation based method, and finally an experimental method. 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Mech. Des</stitle><date>2010-01-01</date><risdate>2010</risdate><volume>132</volume><issue>1</issue><issn>1050-0472</issn><eissn>1528-9001</eissn><abstract>In this paper, a compliant parallel-arm mechanism design with a desired trajectory control is investigated. The compliant parallel-arm mechanism consists of two large-deflecting initially straight beams and a rigid coupler. The coupler is assumed to be actuated by a magnetic force drive with an obtainable force history. This compliant parallel-arm mechanism can be used as an indexing mechanism or a dwell mechanism if the rigid coupler horizontal trajectory includes stops at a certain horizontal displacement (rise) and it also includes waiting periods at the specified rise for a desired duration. This trajectory is achieved by using a conventional proportional-integral-derivative type trajectory controller that uses position, velocity, and acceleration information. The theory and the presented results are checked by several methods, including geometrically nonlinear finite element analysis, then a simulation based method, and finally an experimental method. The experimental setup is constructed based on a reverse engineering concept to validate the theory and to confirm the simulation results.</abstract><pub>ASME</pub><doi>10.1115/1.4000637</doi></addata></record> |
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title | Trajectory Control of Compliant Parallel-Arm Mechanisms |
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