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A heuristic for finding the required density of force and quadrature points by numerical refinement is suggested.
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We show that compatibility is preserved by refinement and that refinement is compositional w.r.t.
In some strategies, grid refinement is aimed at numerical accuracy; in others it is aimed at richer turbulence physics.
It was also found that the grain refinement is accelerated by the presence of the refinement particles.
The convergence in the refinement is judged by using R wp.
The ensemble refinement is carried out by simulated annealing.
Adaptive mesh refinement is nowadays a widely used tool in the numerical solution of hyperbolic partial differential equations.
The second refinement is an enhanced parameter estimator that uses a numerical integrator that implements the RKF45 method [ 28].
The procedure is continued until no refinement is necessary or no improvement could be made by further refinement.
Refinement is a calm period.
One further refinement is in order.
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