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Electrorheological model of high-strain active materials
By: Yet-Ming Chiang; Soukhojak, A.N.;
2000 / IEEE / 0-7803-5940-2
Description
This item was taken from the IEEE Conference ' Electrorheological model of high-strain active materials ' The loss factor cannot express frequency-dependent, nonperiodic time-dependent or nonlinear responses. We present a phenomenological model that describes the time- and frequency-dependent behavior of electromechanically active materials. Expanding rheology, we introduce an electrorheological model incorporating time constants corresponding not only to the viscoelastic response, i.e. strain vs. stress, but also: (1) polarization vs. field, (2) strain vs. polarization, (3) ferro-/antiferroelectric and ferroelastic domain switching under applied field and/or stress. A single set of constitutive equations is obtained that can adequately describe experimentally observed pure and mixed cases of ferroic, antiferroic, and nonferroic response.
Related Topics
Electromechanical Effects
Ferroelectric Switching
Dielectric Polarisation
Electric Domains
High-strain Active Materials
Loss Factor
Frequency Dependence
Nonperiodic Time Dependence
Nonlinear Response
Phenomenological Model
Electromechanically Active Materials
Electrorheological Model
Time Constants
Polarization Response
Ferroelastic Domain Switching
Ferroelectric Domain Switching
Constitutive Equations
Ferroic Response
Antiferroic Response
Antiferroelectric Domain Switching
Nonferroic Response
Hysteresis
Viscosity
Elasticity
Crystalline Materials
Stress
Polarization
Dielectric Losses
Frequency
Capacitive Sensors
Equations
Electrorheology
Ferroelasticity
Engineering
Viscoelastic Response