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In this way we develop a Markovian model for finite population with receiver collisions evaluation.
The model for finite inelastic deformations is phenomenologically equivalent to Maxwell's model of tangential stress relaxation.
The validity of the model for finite geometry is thoroughly discussed.
Regarding the model for finite beams, only the vertical dynamic equilibrium is considered.
On the side of computational plasticity we outline details of a constitutive model for finite single crystal plasticity.
Here we propose a computational model for finite membrane growth using a classical midsurface representation compatible with standard shell elements.
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We are introducing a model-free control and a control with a restricted model for finite-dimensional complex systems.
Obtaining accurately quantified mechanical response data can then be used as input into a constitutive model for finite-element (FE) simulations (Bobel et al. 2016).
The hysteretic behavior obtained by experiment will be used as an input in material modeling for finite element programs.
Also we examine the effect of receiver collisions to performance measures evaluation developing analytic Markovian models for finite population.
Comparisons of the analytical predictions to limiting cases of infinite thickness plates or to detailed finite element models for finite thickness plates shows the predicted stresses to be in excellent agreement with other methods.
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