2014
DOI: 10.1088/0964-1726/23/10/104006
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An electro-mechanically coupled model for the dynamic behavior of a dielectric electro-active polymer actuator

Abstract: Dielectric electro-active polymer (DEAP) technology holds promise for enabling lightweight, energy efficient, and scalable actuators. The circular DEAP actuator configuration (also known as cone or diaphragm actuator) in particular shows potential in applications such as pumps, valves, micro-positioners and loudspeakers. For a quantitative prediction of the actuator behavior as well as for design optimization tasks, material models which can reproduce the coupled electromechanical behavior inherent to these ac… Show more

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Cited by 48 publications
(36 citation statements)
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“…Approximated mathematical models have been developed to characterize the performance of conical DEAs with biasing springs and biasing mass [22][23][24]. Two important simplifying assumptions are made in their models, which include a truncated cone-shape approximation and homogeneous stress distribution on the deformed DEA membrane.…”
Section: Introductionmentioning
confidence: 99%
“…Approximated mathematical models have been developed to characterize the performance of conical DEAs with biasing springs and biasing mass [22][23][24]. Two important simplifying assumptions are made in their models, which include a truncated cone-shape approximation and homogeneous stress distribution on the deformed DEA membrane.…”
Section: Introductionmentioning
confidence: 99%
“…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 dependency on system biasing, namely mass m, linear spring stiffness k l , pre-compression d l , non-linear spring force F NBS (x 2 ) and gravity acceleration g has been made explicit in (1), while the remaining model coefficients are influenced by other physical parameters characterizing the system (details on their interpretation can be found in [11]). The NBS force F NBS and the term s(x 2 ) appearing in (1) are nonlinear functions of the displacement defined as follows…”
Section: Lmi-based Design Of Pi Controllers For Micropositioning Dielmentioning
confidence: 99%
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“…DEAs are driven by large electric fields that generate a Maxwell pressure which induces large biaxial planar expansion and transverse compression. Out-of-plane biasing mechanisms can help to maximize the linear actuation stroke output from this biaxial expansion, and these include the use of a rod [2,3], spring [4,5], deadweight [6,7] or magnetic force [8,9] to deform the DEA membrane into a protruding conical shape. Out-of-plane biasing can also be achieved using an antagonistic DEA configuration, as demonstrated by Artificial Muscle Incorporated's Universal Muscle Actuator [10], which connected two offset membranes via a co-axial central disk to form a recessed conical shape.…”
Section: Introductionmentioning
confidence: 99%