The present simulation chose different combinations of Lo and the ratio of R = Lr/Lo.
The repartition of the simulation chosen points is not structured, most points are chosen on the right part where the straight inlet is dominating, ( {R}_1^{in} ) > 50.
The same qualitative distributions are obtained by numerical simulation choosing random sets of parameters and counting the frequency of each dynamics (data not shown).
The third morning was used to assess the candidates, who each had to manage an obstetric emergency simulation chosen by the instructing examiners (a "moulage").
On the right is plotted the interpolation result, initially and after multiple simulations chosen by the Delaunay method.
In numerical simulations, choose (delta=0.2), the initial value of (hat{L}(t)) as (hat{L}(0)=1), and the initial values of (x t)) and (y(t)) randomly.
In numerical simulations, choose (delta=1), the initial value of (hat{L}(t)) as (hat{L}(0)=1), and the other parameters as in the previous example.
In numerical simulations, choose (alpha=0.2), (delta=0.2), the initial value of (hat{L}(t)) as (hat{L}(0)=0.2), and the initial values of (x t)) and (y(t)) randomly.
Moreover, we have done simulations choosing the following as a performance metric: P ~ out, b = 1 - ∏ u = 1 N u 1 - P out, b ( u ).
In numerical simulations, choose the number of pinned nodes (p=2), the impulsive gain (b_{0}=-0.9), (alpha=0.001), (eta=0.01), (mathcal {T}_{0}=3), and the initial values of (x_{i} k)) and (s k)) randomly.
