2015
DOI: 10.1109/tcst.2014.2338356
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Modeling, Identification, and Control of a Dielectric Electro-Active Polymer Positioning System

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Cited by 113 publications
(82 citation statements)
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“…When a voltage is applied to the electrodes, it generates a pressure (known as Maxwell Stress) that compresses the material in the thickness direction, producing a radial expansion and the subsequent actuation motion shown in Fig.3. A detailed dynamical model of the system can be obtained by extending the work developed for simpler configurations [8], [11], with new elements that take into account the effects of the NBS and also the consequent need of improving the viscoelastic model of the membrane relaxation due to the larger deformations. The overall model of the DEAP actuator can be described as in eq.…”
Section: Lmi-based Design Of Pi Controllers For Micropositioning Dielmentioning
confidence: 99%
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“…When a voltage is applied to the electrodes, it generates a pressure (known as Maxwell Stress) that compresses the material in the thickness direction, producing a radial expansion and the subsequent actuation motion shown in Fig.3. A detailed dynamical model of the system can be obtained by extending the work developed for simpler configurations [8], [11], with new elements that take into account the effects of the NBS and also the consequent need of improving the viscoelastic model of the membrane relaxation due to the larger deformations. The overall model of the DEAP actuator can be described as in eq.…”
Section: Lmi-based Design Of Pi Controllers For Micropositioning Dielmentioning
confidence: 99%
“…The quadratic nonlinearity in the input voltage can be eliminated by inserting a square root function between the plant and the controller (a discussion of the benefits of this operation is provided in [8]). Note that the new input u is constrained to the range [0 6.25] kV 2 , as a consequence of the limits on v.…”
Section: A Deap Model As Quasi-lpv Systemmentioning
confidence: 99%
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“…Several DEAP models have been proposed in literature for describing the static and the dynamic response, respectively by means of hyperelasticity theory [37], [38], energetic approaches [39], [40], and viscoelasticity theory [41]- [43]. A physics-based model for the case of an annular DEAP membrane can be found in [44], and is reported in condensed form in (17), where the input is the voltage u, the output is the displacement d (see Fig. 5), and the state vector consists of an internal material strain e ε (see the nonlinear viscoelastic model of Fig.…”
Section: B Modeling and Control Of Deap Actuatorsmentioning
confidence: 99%