Listar DMat-Artículos, capítulos... por autor "ba5c61f8-da8b-4f47-a135-36a138f0483d"

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    • A general vertical decomposition of Euler equations: Multilayer-moment models 

      Garres-Díaz, José; Escalante, Cipriano; Castro Díaz, Manuel J.; Morales de Luna, Tomás (Elsevier, 2023)
      In this work, we present a general framework for vertical discretizations of Euler equations. It generalizes the usual moment and multilayer models and allows to obtain a family of multilayer-moment models. It considers a ...

    • Non-hydrostatic layer-averaged approximation of Euler system with enhanced dispersion properties 

      Escalante, Cipriano; Fernández-Nieto, E.D.; Garres-Díaz, José; Morales de Luna, Tomás; Penel, Yohan (Springer, 2023)
      A new family of non-hydrostatic layer-averaged models for the non-stationary Euler equations is presented in this work, with improved dispersion relations. They are a generalisation of the layer-averaged models introduced ...

    • Shallow Water Moment Models for Bedload Transport Problems 

      Garres-Díaz, José; Castro Díaz, Manuel J.; Koellermeier, Julian; Morales de Luna, Tomás (Global Science Press, 2021)
      In this work a simple but accurate shallow model for bedload sediment transport is proposed. The model is based on applying the moment approach to the Shallow Water Exner model, making it possible to recover the vertical ...