Multicyclic modelling of softening in biological tissue
Stephen R. Rickaby, Nigel H. Scott

TL;DR
This paper introduces a multicyclic softening model for biological tissue that captures inelastic features like stress-softening, stress relaxation, and creep, validated against experimental data from biological samples.
Contribution
The paper develops a novel multicyclic softening model for biological tissue using transversely isotropic constitutive relations, extending previous rubber models to biological materials.
Findings
Model accurately fits experimental data from biological tissues.
Captures cyclic softening and residual strains effectively.
Applicable to tissues like the aorta and caterpillar tissue.
Abstract
In this paper we derive a model to describe the important inelastic features associated with the cyclic softening, often referred to as stress-softening, of soft biological tissue. The model developed here includes the notion of multiple stress-strain cycles with increasing values of the maximum strain. The model draws upon the similarities between the cyclic softening associated with carbon-filled rubber vulcanizates and soft biological tissue. We give non-linear transversely isotropic models for the elastic response, stress relaxation, residual strain and creep of residual strain. These ideas are then combined with a transversely isotropic version of the Arruda-Boyce eight-chain model to develop a constitutive relation that is capable of accurately representing the multicyclic softening of soft biological tissue. To establish the validity of the model we have compared it with…
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