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Joan Baiges
Joan Baiges
Associate Professor, UPC. Affiliated Scientist, CIMNE
Verified email at upc.edu
Title
Cited by
Cited by
Year
Variational multiscale methods in computational fluid dynamics
R Codina, S Badia, J Baiges, J Principe
Encyclopedia of computational mechanics, 1-28, 2018
1232018
The fixed-mesh ALE approach for the numerical approximation of flows in moving domains
R Codina, G Houzeaux, H Coppola-Owen, J Baiges
Journal of Computational Physics 228 (5), 1591-1611, 2009
1062009
Explicit reduced‐order models for the stabilized finite element approximation of the incompressible Navier–Stokes equations
J Baiges, R Codina, S Idelsohn
International Journal for Numerical Methods in Fluids 72 (12), 1219-1243, 2013
862013
A symmetric method for weakly imposing Dirichlet boundary conditions in embedded finite element meshes
J Baiges, R Codina, F Henke, S Shahmiri, WA Wall
International Journal for Numerical Methods in Engineering 90 (5), 636-658, 2012
832012
Subscales on the element boundaries in the variational two-scale finite element method
R Codina, J Principe, J Baiges
Computer methods in applied mechanics and engineering 198 (5-8), 838-852, 2009
832009
Reduced-order modeling
Z Bai, PM Dewilde, RW Freund
Handbook of numerical analysis 13, 825-895, 2005
832005
The fixed‐mesh ALE approach applied to solid mechanics and fluid–structure interaction problems
J Baiges, R Codina
International journal for numerical methods in engineering 81 (12), 1529-1557, 2010
802010
A domain decomposition strategy for reduced order models. Application to the incompressible Navier–Stokes equations
J Baiges, R Codina, S Idelsohn
Computer Methods in Applied Mechanics and Engineering 267, 23-42, 2013
722013
Approximate imposition of boundary conditions in immersed boundary methods
R Codina, J Baiges
International journal for numerical methods in engineering 80 (11), 1379-1405, 2009
642009
Parameter‐free, weak imposition of Dirichlet boundary conditions and coupling of trimmed and non‐conforming patches
S Kollmannsberger, A Özcan, J Baiges, M Ruess, E Rank, A Reali
International Journal for Numerical Methods in Engineering 101 (9), 670-699, 2015
602015
An adaptive Finite Element strategy for the numerical simulation of additive manufacturing processes
J Baiges, M Chiumenti, CA Moreira, M Cervera, R Codina
Additive Manufacturing 37, 101650, 2021
552021
Reduced-order subscales for POD models
J Baiges, R Codina, S Idelsohn
Computer Methods in Applied Mechanics and Engineering 291, 173-196, 2015
442015
A finite element reduced‐order model based on adaptive mesh refinement and artificial neural networks
J Baiges, R Codina, I Castanar, E Castillo
International Journal for Numerical Methods in Engineering 121 (4), 588-601, 2020
422020
An adaptive Fixed-Mesh ALE method for free surface flows
J Baiges, R Codina, A Pont, E Castillo
Computer Methods in Applied Mechanics and Engineering 313, 159-188, 2017
382017
Large-scale stochastic topology optimization using adaptive mesh refinement and coarsening through a two-level parallelization scheme
J Baiges, J Martínez-Frutos, D Herrero-Pérez, F Otero, A Ferrer
Computer Methods in Applied Mechanics and Engineering 343, 186-206, 2019
362019
Stationary and time-dependent numerical approximation of the lid-driven cavity problem for power-law fluid flows at high Reynolds numbers using a stabilized finite element …
A Aguirre, E Castillo, M Cruchaga, R Codina, J Baiges
Journal of Non-Newtonian Fluid Mechanics 257, 22-43, 2018
332018
Variational multiscale error estimators for solid mechanics adaptive simulations: an orthogonal subgrid scale approach
J Baiges, R Codina
Computer Methods in Applied Mechanics and Engineering 325, 37-55, 2017
322017
A variational multiscale method with subscales on the element boundaries for the Helmholtz equation
J Baiges, R Codina
International Journal for Numerical Methods in Engineering 93 (6), 664-684, 2013
282013
The Fixed‐Mesh ALE approach for the numerical simulation of floating solids
J Baiges, R Codina, H Coppola‐Owen
International Journal for Numerical Methods in Fluids 67 (8), 1004-1023, 2011
282011
A stabilized mixed finite element approximation for incompressible finite strain solid dynamics using a total Lagrangian formulation
I Castañar, J Baiges, R Codina
Computer Methods in Applied Mechanics and Engineering 368, 113164, 2020
272020
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