Abstract
We consider a class of dynamic models for elastomers involving nonlinear viscoelastic (hysteresis) as well as nonlinear finite elastic components of the constitutive laws. Existence and uniqueness results are presented along with sample numerical fits to experimental data to demonstrate the efficacy of the models.
Citation
H. T. Banks. Gabriella A. Pintér. Laura K. Potter. "Existence of unique weak solutions to a dynamical system for nonlinear elastomers with hysteresis." Differential Integral Equations 13 (7-9) 1001 - 1024, 2000. https://doi.org/10.57262/die/1356061207
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