Publication Date:
2013
Short description:
Electro-elastic continuum models for electrostrictive elastomers / R., V., Berselli, G., M., B., V., P.C. - In: Advances in Elastomers I / homas, S.; Mathew, A.P.; Chandra, A.K.; Visakh, P.M. (eds.). - STAMPA. - Berlin : Springer, 2013. - ISBN 9783642209246. - pp. 453-491
abstract:
A continuum finite-deformation model is described for the study of the
isothermal electro-elastic deformations of electrostrictive elastomers. The model comprises general balance equations of motion, electrostatics and electromechanical energy, along with phenomenological invariant-based constitutive relations. The model is presented in both Eulerian (spatial) and Lagrangian (material) description. Specialization of the considered model is also presented for "‘Dielectric Elastomers’’, which are a specific class of electrostrictive elastomers having dielectric properties independent of deformation.
isothermal electro-elastic deformations of electrostrictive elastomers. The model comprises general balance equations of motion, electrostatics and electromechanical energy, along with phenomenological invariant-based constitutive relations. The model is presented in both Eulerian (spatial) and Lagrangian (material) description. Specialization of the considered model is also presented for "‘Dielectric Elastomers’’, which are a specific class of electrostrictive elastomers having dielectric properties independent of deformation.
Iris type:
Capitolo/Saggio
Keywords:
Electrostrictive Elastomers; Hyperelastic models
List of contributors:
R., Vertechy; Berselli, Giovanni; M., Bergamasco; V., Parenti Castelli
Book title:
Advances in Elastomers I