Abstract:Cylindrical actuators are made with dielectric elastomer sheets stiffened with fibers in the hoop direction. When a voltage is applied through the thickness of the sheets, large actuation strains are achievable in the axial direction, with or without pre-straining and mechanical loading. For example, actuation strains of 35.8% for a cylinder with a prestrain of 40%, and 28.6% for a cylinder without pre-strain have been achieved without any optimization. Furthermore, the actuation strain is independent of the a… Show more
“…One of these is to construct a cylindrical actuator consisting of an elastomer sleeve attached to a series of stiff rings. [15] The rings constrain the expansion of the elastomer parallel to the rings and convert it to an increased stretch in the perpendicular direction, along the axis of the cylinder to produce an axial actuator. Equivalently, a stiff strip or fiber attached to the elastomer prevents the elastomer expanding along the strip and since the volume of the elastomer sheet cannot change with applied voltage, the elastomer stretches in a direction perpendicular to the strips instead [16] .…”
“…One of these is to construct a cylindrical actuator consisting of an elastomer sleeve attached to a series of stiff rings. [15] The rings constrain the expansion of the elastomer parallel to the rings and convert it to an increased stretch in the perpendicular direction, along the axis of the cylinder to produce an axial actuator. Equivalently, a stiff strip or fiber attached to the elastomer prevents the elastomer expanding along the strip and since the volume of the elastomer sheet cannot change with applied voltage, the elastomer stretches in a direction perpendicular to the strips instead [16] .…”
“…This absence of deformation is not the case for soft elastomers and indeed their change in thickness with an applied voltage has been exploited to create electric field-induced actuators. [11][12][13][14][15][16][17][18][19][20][21][22] Very large actuation strains can be achieved using soft elastomer dielectrics but they must first be biaxially stretched. It is now understood that pre-straining is necessary to forestall an electromechanical instability mode associated with dielectric thinning identified by Stark and Garton.…”
The performance of dielectric elastomer actuators is limited by electrical breakdown. Attempts to measure this are confounded by the voltage-induced thinning of the elastomer. A test configuration is introduced that avoids this problem: A thin sheet of elastomer is stretched, crossed-wire electrodes are attached, and then embedded in a stiff polymer. The applied electric field at breakdown, EB, is found to depend on both the deformed thickness, h, and the stretch applied, λ. For the acrylic elastomer investigated, the breakdown field scales as EB = 51 h − 0.25 λ 0.63. The test configuration allows multiple individual tests to be made on the same sheet of elastomer.
“…5-7. A recent design where the hoop direction is constrained by stiff thin fibers might be an optional choice. 36 We also note that in our current calculations, loss of tension at the boundary (Figs. 3 and 4) precedes electrical breakdown, when we assume the dielectric breakdown strength to be 200MV/m.…”
Section: Computational Results and Discussionmentioning
In the nascent field of soft machines, soft materials are used to create devices that actuate robots, sense environment, monitor health, and harvest energy. The soft materials undergo large deformation in response to external stimuli, often leading to instability that is usually undesirable but sometimes useful. Here we study a dielectric elastomer membrane sandwiched between two soft conductors, rolled into a hollow tube, pre-stretched in the hoop direction, and fixed at the ends of the tube to two rigid rings. This structure functions as an electromechanical transducer when the two rings are subject to a mechanical force and the two conductors are subject to an electrical voltage. We formulate a computational model by using a variational principle, and calculate the large and inhomogeneous deformation by solving a nonlinear boundary-value problem. We demonstrate that large actuation strains are achievable when the height-to-radius ratio of the tube is small and the hoop pre-stretch is large. The model provides a tool to analyze various modes of instability and optimize the electromechanical performance.
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