2016
DOI: 10.1063/1.4973639
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Investigation on the viscoelastic behaviors of a circular dielectric elastomer membrane undergoing large deformation

Abstract: To explore the time-dependent dissipative behaviors of a circular dielectric elastomer membrane subject to force and voltage, a viscoelastic model is formulated based on the nonlinear theory for dissipative dielectrics. The circular membrane is attached centrally to a light rigid disk and then connected to a fixed rigid ring. When subject to force and voltage, the membrane deforms into an out-of plane shape, undergoing large deformation. The governing equations to describe the large deformation are derived by … Show more

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Cited by 10 publications
(4 citation statements)
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“…This model can capture the non-truncated membrane shape (as shown in figure 1(b)) and concomitant inhomogeneous stress distribution. The viscoelastic behaviour of a conical DEA has been investigated in [40,41] by including time-dependent viscosity into this model. However, such model has the significant drawback of heavy computational cost because of the shooting method used in the numerical method to solve a set of partial differential equations and algebraic equation to meet the boundary conditions [42].…”
Section: Dcdea Model Developmentmentioning
confidence: 99%
“…This model can capture the non-truncated membrane shape (as shown in figure 1(b)) and concomitant inhomogeneous stress distribution. The viscoelastic behaviour of a conical DEA has been investigated in [40,41] by including time-dependent viscosity into this model. However, such model has the significant drawback of heavy computational cost because of the shooting method used in the numerical method to solve a set of partial differential equations and algebraic equation to meet the boundary conditions [42].…”
Section: Dcdea Model Developmentmentioning
confidence: 99%
“…This model is capable of capturing the nontruncated membrane shape and the inhomogeneous stress distribution. The viscoelastic behaviour of a conical DEA has been investigated in [27,28] by including time-dependent viscosity into this analytical model, however, it was not validated by experiments. The model was shown to be capable of predicting the quasi-static performance of a conical DEA made with VHB 4910 and hydrogel electrodes [29].…”
Section: Introductionmentioning
confidence: 99%
“…In their simulations, two important simplification assumptions were made, the first being a truncated cone shape approximation and the second involves homogeneous stress distribution on the membrane. However, as have been shown by an analytical model developed by He et al (2010), Wang et al (2016), and Wang (2018), the membrane deformation is in fact non-truncated and the stress distribution on the membrane is inhomogeneous. By utilizing this analytical approach, Bortot and Gei (2015) attempted to maximum the harvested energy of a cone DE generator by tuning the pre-stretch, geometrical ratio and intensity of maximum external load.…”
Section: Double Cone Dea Modelmentioning
confidence: 91%