Article ID | Journal | Published Year | Pages | File Type |
---|---|---|---|---|
787957 | International Journal of Non-Linear Mechanics | 2013 | 10 Pages |
•The non-linear theory of pseudo-elasticity is used to model biohybrid materials.•The constitutive theory includes the active-passive transition of muscle fibers.•Tensor quantities required for implementing the model in Abaqus are derived.•Numerical results to validate and verify the theory are given.
Recent advances in engineered muscle tissue attached to a synthetic substrate motivate the development of appropriate constitutive and numerical models. Applications of active materials can be expanded by using robust, non-mammalian muscle cells, such as those of Manduca sexta. In this study, we propose a model to assist in the analysis of biohybrid constructs by generalizing a recently proposed constitutive law for Manduca muscle tissue. The continuum model accounts (i) for the stimulation of muscle fibers by introducing multiple stress-free reference configurations for the active and passive states and (ii) for the hysteretic response by specifying a pseudo-elastic energy function. A simple example representing uniaxial loading–unloading is used to validate and verify the characteristics of the model. Then, based on experimental data of muscular thin films, a more complex case shows the qualitative potential of Manduca muscle tissue in active biohybrid constructs.