A Fractional Model for IPMC Actuators
The paper proposes a new model for IPMC actuators, based on non-integer order models. IPMCs are very interesting because of their capability to transform electrical energy into mechanical energy and vice-versa, making them particularly attractive for possible applications in different fields, such a...
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Published in | 2008 IEEE Instrumentation and Measurement Technology Conference pp. 2103 - 2107 |
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Main Authors | , , , , |
Format | Conference Proceeding |
Language | English |
Published |
IEEE
01.05.2008
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Subjects | |
Online Access | Get full text |
ISBN | 9781424415403 1424415403 |
ISSN | 1091-5281 |
DOI | 10.1109/IMTC.2008.4547395 |
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Abstract | The paper proposes a new model for IPMC actuators, based on non-integer order models. IPMCs are very interesting because of their capability to transform electrical energy into mechanical energy and vice-versa, making them particularly attractive for possible applications in different fields, such as robotics, aerospace, biomedicine, etc. A great interest has been devoted to non-integer, or fractional, order systems because they well model a lot of physical systems. An experimental setup has been realized to study the IPMCs behavior and an algorithm has been developed in Matlab Environment to identify a fractional order model of IPMC actuators. |
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AbstractList | The paper proposes a new model for IPMC actuators, based on non-integer order models. IPMCs are very interesting because of their capability to transform electrical energy into mechanical energy and vice-versa, making them particularly attractive for possible applications in different fields, such as robotics, aerospace, biomedicine, etc. A great interest has been devoted to non-integer, or fractional, order systems because they well model a lot of physical systems. An experimental setup has been realized to study the IPMCs behavior and an algorithm has been developed in Matlab Environment to identify a fractional order model of IPMC actuators. |
Author | Graziani, S. Strazzeri, S. Dongola, G. Caponetto, R. Fortuna, L. |
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Snippet | The paper proposes a new model for IPMC actuators, based on non-integer order models. IPMCs are very interesting because of their capability to transform... |
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SubjectTerms | Actuators Aerodynamics Anodes Biomembranes Cathodes Fractional order systems Hydrogen IPMC Marquardt algorithm Mathematical model Polymers Strips Voltage |
Title | A Fractional Model for IPMC Actuators |
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