L. Vega

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Dealing with time constraints in the design of distributed real-time systems is a challenge in the future trends on distributed computing. Time constraints must be considered, projected and derived onto all the layered structure components of the distributed system. This time constraints consideration, projection and derivation must be also done along all(More)
We present a numerical study of the self-similar solutions of the Localized Induction Approximation of a vortex filament. These self-similar solutions, which constitute a one-parameter family, develop a singularity at finite time. We study a number of boundary conditions that allow us reproduce the mechanism of singularity formation. Some related questions(More)
We investigate the regularization of Moore's singularities by surface tension in the evolution of vortex sheets and its dependence on the Weber number (which is inversely proportional to surface tension coefficient). The curvature of the vortex sheet, instead of blowing up at finite time t 0 , grows exponentially fast up to a O(We) limiting value close to t(More)
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