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This material model has to be accurate and fast.
For this purpose the rigid-poroplastic material model has been assumed.
The material model has been simulated using the commercial code LS-DYNA.
Ramberg Osgood material model has been used to model the elasto-plastic behaviour of the composite.
J C constitutive material model has been employed to model the machining process.
A damaged plasticity material model has been used to capture the effect of material degradation of a brittle material under machining.
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The design enforces equivalence between an assumed material model having wave-absorbing behavior and a set of target feedback controllers for an array of microelectro-mechanical transducers which are integral part of the active material system.
Additionally, it does not suffer from well-known "surface effects" present in some peridynamic material models, has improved material stability properties, and allows for inclusion of elasto-plastic behavior in a straightforward manner.
A brief representation on uni-axial and bi-axial nonlinear Bouc Wen material models has been presented in "Appendix A".
To develop deformation processing map, dynamic materials model has been used on the basis of stress-strain relationships from Gleeble compression test.
Two different material models have been used to describe the mechanical behaviour of the aneurysmal wall: Neo-Hookean and Mooney Rivlin.
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