2021
DOI: 10.1016/j.jestch.2021.04.001
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Proposal of a generic constitutive model for deformation-dependent dielectric constant of dielectric elastomers

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Cited by 13 publications
(18 citation statements)
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“…The exact mechanism that causes the change is not established, but there is clear evidence that under tensile strain, many elastomers show a reduction in permittivity. Kumar and Patra (2021) showed a reduction in dielectric permittivity from 5.67 to 2.89 when VHB was subjected to a 5× biaxial stretch . Cohen et al (2017) demonstrated a reduction in the dielectric permittivity of LDPE, HDPE, PTFE, and VHB 4910 under stretches of 2–4× .…”
Section: Liquid Metal Composite Pressure Sensingmentioning
confidence: 99%
“…The exact mechanism that causes the change is not established, but there is clear evidence that under tensile strain, many elastomers show a reduction in permittivity. Kumar and Patra (2021) showed a reduction in dielectric permittivity from 5.67 to 2.89 when VHB was subjected to a 5× biaxial stretch . Cohen et al (2017) demonstrated a reduction in the dielectric permittivity of LDPE, HDPE, PTFE, and VHB 4910 under stretches of 2–4× .…”
Section: Liquid Metal Composite Pressure Sensingmentioning
confidence: 99%
“…The series was expanded at stretches close to unity. The equation approximates the permittivity at large deformations with two parameters Cohen et al [20,21,49] and Grasinger and Dayal [22] The models connect the polymer dipole movement to the permittivity through a statistical mechanics approach Li et al [67] The model proposed is based on a statistical mechanics view of the molecular polarization and dipole orientation constrained by the mechanical deformation which was modeled with a Gent model Empirical Sheng et al [56] The model is an empirical approach to predict the biaxial stretch and temperature influence on the dielectric permittivity Gei et al [51] An investigation of the instabilities in soft dielectrics with an electric free energy term based on the invariants of the electric displacement Kumar and Patra [25] An empirical model for a general deformation state. The model utilizes two parameters for measuring the undeformed permittivity and the sensitivity to deformation Schlögl and Leyendecker [57] The model utilizes a lumped approach to separate the changes in the dielectric permittivity based on both the electrical load and the mechanical load Ogden and Dorfmann [18] An invariant modeling approach for nonlinear electroelasticity where ε 0 is the undeformed permittivity, κ is the ratio electrostrictive coefficient to the undeformed permittivity of the incompressible material, λ i is the stretch in the i-direction of the membrane (see Fig.…”
Section: Deformation-dependent Permittivity Modelsmentioning
confidence: 99%
“…In order to alleviate some of the modeling challenges, researchers and developers assume simplified models such as constant electrical properties. Unfortunately, these assumptions can become critical in certain applications requiring a large range of deformations [25,26] or high accuracy requirements.…”
Section: Introductionmentioning
confidence: 99%
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