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For modeling plasticity we use the CaDP plasticity model [28].
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The standard way of modeling plasticity in polycrystals is by using the crystal plasticity model for single crystals in each grain, and imposing suitable traction and slip boundary conditions across grain boundaries.
In order to model plasticity using the finite element models, a description of plastic behaviour of the materials after yielding was necessary.
This paper proposes a simple, yet effective, modified crystal plasticity framework which is capable of modelling plasticity and creep deformation.
However, modelling plasticity-induced closure is not straightforward, particularly when the three-dimensional aspects of the problem are included.
To model short-term synaptic plasticity, we used the Tsodyks-Markram model with facilitation (Markram et al., 1998).
For the sake of compatibility with other programs and to model plastic characteristics, a concentrated plasticity model was also developed by IDARC.
On the side of computational plasticity we outline details of a constitutive model for finite single crystal plasticity.
Such a possibility has been previously discussed [30], but here by combining a spine model with a plasticity model, we show that the modification threshold can indeed shift.
The effects of cross-model plasticity vary from person to person.
In rodent models, plasticity can be elicited by reducing intracortical inhibition through pharmacologic treatment with administration of antidepressants [ 5, 67].
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