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March 5, 2026Polymers2 citationsOpen Access

Electromechanical Coupling and Piezoelectric Behaviour of (PDMS)–Graphene Elastomer Nanocomposites

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MÇMurat ÇelikMLMiguel A. López‐ManchadoRVRaquel Verdejo

Key Points

  • The aim is to develop a predictive framework for the electromechanical properties of PDMS-graphene nanocomposites.
  • Introduced a continuum electro-hyperelastic framework using the Mooney–Rivlin model.
  • Derived analytical expressions for stress, electric displacement, and piezoelectric coefficients.
  • Implemented finite element simulations to validate the model against experimental data.
  • Enhanced stiffness and relative permittivity observed in PDMS-graphene composites.
  • Quasi-static d33 coefficients improved by approximately 80%.
  • Graphene addition led to a four-fold increase in Maxwell stress at lower stretch ratios.

Abstract

Elastomer-based nanocomposites combining polymer flexibility with conductive nanofillers provide lightweight, stretchable systems with tunable electromechanical properties for wearable electronics, soft robotics, and self-powered sensors. However, predicting their nonlinear response remains challenging because the observed piezoelectric-like response arises from strain-dependent interfacial polarization and evolving piezoresistive conduction pathways within heterogeneous microstructures. We introduce a continuum electro-hyperelastic framework combining the Mooney–Rivlin model for large-strain elasticity with a Helmholtz free-energy approach for electrostatic coupling. Analytical expressions for stress, electric displacement, and apparent piezoelectric coefficients are derived and implemented in finite element simulations. The model accurately reproduces the experimental mechanical, dielectric, and electromechanical behaviour of polydimethylsiloxane (PDMS) nanocomposites with 0.1–1 wt% graphene. These show increased stiffness, relative permittivity (from 3.4 to 4.0, ≈18%), and quasi-static d33 coefficients (from −5.6 to −10.0 pC N−1, ≈80% enhancement). Analytical and finite element method (FEM) results show consistent trends across the full deformation range, with Maxwell stress agreement within 10% at lower deformation levels, while deviations of 33–40% for coupled electromechanical quantities at an axial displacement uz = ~−1 mm (~16.7% compressive strain) are attributable to three-dimensional shear effects absent from the uniaxial analytical assumption. Simulations reveal that graphene boosts Maxwell stress, yielding a four-fold increase at lower stretch ratios. This reframes PDMS–graphene composites as electro-hyperelastic materials, offering a predictive, extensible framework. It highlights apparent piezoelectricity as an emergent, tunable effect from charge redistribution in a compliant hyperelastic matrix—guiding the design of next-generation flexible devices leveraging field-induced coupling over intrinsic polarization.

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Cite This Study

Çelik et al. (2026) studied this question.

synapsesocial.com/papers/69a91de0d6127c7a504c12e4https://doi.org/10.3390/polym18050623
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