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BTCs are re-evaluated and transport parameters are estimated by inverse modelling using two approaches: (1) equilibrium advection-dispersion equation (ADE); and (2) continuous time random walk (CTRW).
To answer these questions, we implemented an empirical approach to distribution modelling using two spatially explicit statistical methods.
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The mode choice is modeled using two alternative methods.
Viscoelastic (VE) dampers are modelled using two, three-parameter, fractional rheological models.
MR-dampers can be modeled using two different model classes: semi-physical models and black-box models.
The impact is modeled using two parameters, the traditional coefficient of restitution and the impulse ratio.
Experimental microstructures were modeled using two databases of Thermo-Calc, namely TTNI8 and SSOL5.
The mass transfer is typically modelled using two film theory.
Calcium buffering was therefore modeled using two scenarios.
The three-dimensional structure of central and C-terminal regions was modeled using two support structures, one for each region.
In Hurdle models, the data is modeled using two processes.
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