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Multi-scale modeling: nested-grid and unstructured-mesh approaches
Deleersnijder, E.; Lermusiaux, P.F.J. (2008). Multi-scale modeling: nested-grid and unstructured-mesh approaches. Ocean Dynamics 58(5-6): 335-336. dx.doi.org/10.1007/s10236-008-0170-5
In: Ocean Dynamics. Springer-Verlag: Berlin; Heidelberg; New York. ISSN 1616-7341; e-ISSN 1616-7228, meer
Peer reviewed article  
Beschikbaar in  Auteurs 
Trefwoorden
    Aquatic sciences > Marine sciences > Earth sciences > Oceanography
    Circulation
    Circulation
    Circulation
    Data assimilation
    Embedding
    Marine geophysics > Oceanography
    Mathematical models
    Mathematical models
    Mesh generation
    Models > Mathematical models
    Motion > Water motion > Circulation > Water circulation > Ocean circulation
    Numerical models
    Numerical models
    Numerical solutions
    Oceanography
    Oceanography
    Techniques > Biological techniques > Techniques > Quantitative techniques > Optimization > Optimization methods > Models > Mathematical models
    Marien/Kust
Auteurs  Top 
  • Deleersnijder, E., meer
  • Lermusiaux, P.F.J.
Abstract
    Grid embedding method is used to enhance the model resolution due to its ability to multiply nested domains and use of different dynamics or models in each domain. Researchers are making efforts to develop multi-grid, wavelet, and multi-scale decompositions for the numerical solution of dynamical equations, model evaluation, and for data assimilation. Ringler and co-workers presented an approach to examine the potential of spherical centroidal Voronoi tessellations for multi-resolution simulations. Lambrechts and co-workers demonstrated a triangular mesh generation system and its applications for the oceans and seas. Yang and Sheng conducted a study on the Inner Scotian Shelf by using a nested-grid ocean circulation model. Debreu and Blayo presented two-way embedding algorithms for structured-grid models. Logutove developed a multi-scale assimilation scheme for tidal data.
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