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This is described by using a ''craziness'' factor and is modeled in the CRPSO technique.
The nonlinear characteristic of PVB is described by using a Mooney Rivlin constitutive model.
This is described by using a "craziness" factor and is modelled in the technique by using a craziness variable.
Propagation of the latter is described by using a level-set formulation which gives rise to a Hamilton Jacobi equation.
The effect of adhesion is described by using a generalized JKR-model which can account for the non-slip condition in the contact regions.
The large displacement of the tetrahedral and solid elements is described by using a set of absolute co-ordinates that define the location and orientation of the deformable body co-ordinate systems.
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Under this latter assumption the orthotropic behaviour of an equivalent thin CLT plate is described by using an elliptic model and verified with experimental results.
Mass transfer could be described by using a film and pore diffusion model (De = 5 × 10−8 cm2/s).
These may be described by using a two shell model with constant concentration in every shell.
Aqueous extraction of phytochemical compounds after pretreatments can be described by using a two-step model involving simultaneous washing and diffusion of the solutes from the samples.
The material of the tube can be described by using a visco-elastic rheology, which takes into account the strain relaxation of the material.
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