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  • hgomez@udc.es

Journal Articles

  1. G. Vilanova, I. Colominas, H. Gomez, “Implications of strain-specific geometries in the in silico mouse cornea micropocket angiogenesis assay”, to be submitted.
  2. G. Vilanova, M. Bures, I. Colominas, H. Gomez, “Convection-driven vascular patterns”, to be submitted.
  3. J. Xu, G. Vilanova, H. Gomez, “A diffuse domain approach to model blood flow and vascular tumour growth in image-based geometries”, to be submitted.
  4. A. Moure, H. Gomez, “Three-dimensional simulation of obstacle-mediated chemotaxis”. submitted for publication, 2017.
  5. J. Bueno, Y. Bazilevs, R. Juanes, H. Gomez, “Wettability control of droplet durotaxis”, submitted for publication, 2017.
  6. F. Fahrendorf, L. De Lorenzis, H. Gomez, Reduced integration at superconvergent points in isogeometric analysis, Computer Methods in Applied Mechanics and Engineering, 2017.
  7. J. Bueno, H. Casquero, Y. Bazilevs, H. Gomez, Three-dimensional dynamic simulation of elastocapillarity, Meccanica, 1-17, 2017.
  8. G. Lorenzo, M.A. Scott, K. Tew, T.J.R. Hughes, H. Gomez, Hierarchically refined and coarsened splines for moving interface problems, with particular application to phase-field models of prostate tumor growth, Computer Methods in Applied Mechanics and Engineering, 319, 515-548, 2017.
  9. A. Moure, H. Gomez, Phase-field model of cellular migration: Three-dimensional simulations in fibrous networks, Computer Methods in Applied Mechanics and Engineering, 320, 162-197, 2017.
  10. H. Gomez, Quantitative analysis of the proliferative-to-invasive transition of hypoxic glioma cells, Integrative Biology, 9, 257-262 , 2017.
  11. G. Vilanova, I. Colominas, H. Gomez, Computational modeling of tumor-induced angiogenesis, Archives of Computational Methods in Engineering, 1-32, 2017.
  12. J. Bueno, Y. Bazilevs, R. Juanes, H. Gomez, Droplet motion driven by tensotaxis, Extreme Mechanics Letters, 13, 10-16, 2017.
  13. G. Vilanova, I. Colominas, H. Gomez, A mathematical model of tumour angiogenesis: growth, regression and regrowth, Journal of the Royal Society Interface, 14:20160918, 2017.
  14. H. Casquero, L. Liu, Y. Zhang, A. Reali, J. Kiendl, H. Gomez, Arbitrary-degree T-splines for isogeometric analysis of fully nonlinear Kirchhoff-Love shells, Computer-Aided Design, 82 140-153, 2017, 2017.
  15. H. Casquero, C. Bona-Casas, H. Gomez, NURBS-based numerical proxies for red blood cells and circulating tumor cells in microscale blood flow, Computer Methods in Applied Mechanics and Engineering, accepted for publication, 2016.
  16. J. Xu, G. Vilanova, H. Gomez, Full-scale, three-dimensional simulation of early-stage tumor growth: The onset of malignancy, Computer Methods in Applied Mechanics and Engineering, 314, 126-146, 2016.
  17. G. Lorenzo, M. Scott, K. Tew, T.J.R. Hughes, Y.J. Zhang, L. Liu, G. Vilanova, H. Gomez, Tissue-scale, personalized modeling and simulation of prostate cancer growth, Proceedings of the National Academy of Sciences, 113(48), E7663-E7671, 2017.
  18. A.I. Chervanyov, H. Gomez, U. Thiele, Effect of orientational relaxation on the collective motion of patterns formed by self-propelled particles, European Physics Letters, 115(6), 68001, 2016.
  19. A. Moure, H. Gomez, Computational model for amoeboid motion: Coupling membrane and cytosol dynamics, Physical Review E, 94, 042423, 2016.
  20. R. Dhote, H. Gomez, R. Melnik, J. Zu, Effect of aspect ratio and boundary conditions in modeling shape memory alloy nanostructures with 3D coupled dynamic phase-field theories, Mathematical Problems in Engineering, 2016, 3647470, 2016.
  21. J. Kiendl, M. Ambati, L. De Lorenzis, H. Gomez, A. Reali, Phase-field description of brittle fracture in plates and shells, Computer Methods in Applied Mechanics and Engineering, 312, 374-394, 2016.
  22. H. Gomez, L. De Lorenzis, The variational collocation method, Computer Methods in Applied Mechanics and Engineering, 309, 152-181, 2016.
  23. J. Bueno, H. Gomez, Liquid-vapor phase transformations with surfactants. Phase-field model and isogeometric analysis, Journal of Computational Physics, 321, 797-818, 2016.
  24. L. Liu, H. Casquero, H. Gomez, Y. Zhang, Hybrid-degree weighted T-splines and their application to isogeometric analysis, Computers & Fluids, accepted for publication, 2016.
  25. J. Xu, G. Vilanova, H. Gomez, A mathematical model coupling tumor growth and angiogenesis, PLoS ONE, 11(2): e0149422, 2016.
  26. H. Gomez, K. van der Zee, Computational phase-field modeling, Encyclopedia of Computational Mechanics, accepted for publication, 2016.
  27. H. Casquero, L. Liu, Y. Zhang, A. Reali, H. Gomez, Isogeometric collocation using analysis-suitable T-splines of arbitrary degree, Computer Methods in Applied Mechanics and Engineering, 301, 164-186, 2016.
  28. J. Bueno, I. Starodumov, H. Gomez, P. Galenko, D. Alexandrov, Three dimensional structures predicted by the modified phase field crystal equation, Computational Materials Science, 111, 310-312, 2016.
  29. J. Liu, C.M. Landis, H. Gomez, T.J.R. Hughes, Liquid-vapor phase transition: Thermomechanical theory, entropy stable numerical formulation, and boiling simulations, Computer Methods in Applied Mechanics and Engineering, 297, 476-553, 2015.
  30. R. Dhote, K. Behdinan, H. Gomez, Dynamic multiaxial behaviors of 3D shape memory alloy nanowires: a phase-field study, Mechanics of Advanced Materials and Structures, accepted for publication, 2015.
  31. H. Casquero, L. Liu, C. Bona-Casas, Y. Zhang, H. Gomez, A hybrid variational-collocation immersed method for fluid-structure interaction using unstructured T-Splines, International Journal for Numerical Methods in Engineering, 105, 855-880, 2016.
  32. R. Dhote, H. Gomez, R. Melnik, J. Zu, Shape memory alloy nanostructures with coupled dynamic thermo-mechanical effects, accepted for publication, Computer Physics Communications, 192, 48-53, 2015.
  33. R. Dhote, H. Gomez, R. Melnik, J. Zu, 3D coupled thermo-mechanical phase-field modeling of shape memory alloy dynamics via isogeometric analysis, Computers & Structures, 154, 48-58, 2015.
  34. J. Bueno, C. Bona-Casas, Y. Bazilevs, H. Gomez, Interaction of complex fluids and solids: Theory, algorithms and application to phase-change-driven implosion, Computational Mechanics, 2015.
  35. H. Casquero, C. Bona-Casas, H. Gomez, A NURBS-based immersed methodology for fluid-structure interaction, Computer Methods in Applied Mechanics and Engineering, 284, 943-970, 2015.
  36. A. Reali, H. Gomez, An isogeometric collocation approach for Bernoulli-Euler beams and Kirchhoff plates, Computer Methods in Applied Mechanics and Engineering, 284, 623-636, 2015.
  37. H. Gomez, A. Reali, G. Sangalli, Accurate, efficient and (iso)geometrically flexible collocation methods for phase-field models, Journal of Computational Physics, 262, 153-171, 2014.
  38. G. Vilanova, I. Colominas, H. Gomez, Coupling of discrete random walks and continuous modeling for three-dimensional tumor-induced angiogenesis, Computational Mechanics, 53, 449-464, 2014.
  39. R. Dhote. H. Gomez, R. Melnik, J. Zu, Isogeometric analysis of a dynamic thermo-mechanical phase-field model applied to shape memory alloys, Computational Mechanics, 53, 1235-1250, 2014.
  40. G. Vilanova, I. Colominas, H. Gomez, Capillary networks in tumor angiogenesis: From discrete endothelial cells to averaged phase-field descriptions via isogeometric analysis, International Journal for Numerical Methods in Biomedical Engineering, 29 1015-1037, 2013.

  41. 4 - P.K. Galenko, H. Gomez, N.V. Kropotin, K.R. Elder, Unconditionally stable method and numerical solution of the hyperbolic phase-field crystal equation, Physical Review E, 88, 013310, 2013.

  42. U. Thiele, A.J. Archer, M.J. Robbins, H. Gomez, E. Knobloch, Localized states in the conserved Swift-Hohenberg equation with cubic nonlinearity, Physical Review E, 87, 042915, 2013. <
  43. J. Liu, H. Gomez, J.A. Evans, T.J.R. Hughes, C.M. Landis, Functional entropy variables: A new methodology for deriving thermodynamically consistent algorithms for complex fluids, with particular reference to the isothermal Navier-Stokes-Korteweg equations, Journal of Computational Physics, 248 47-86, 2013.
  44. G. Vilanova, H. Gomez, I. Colominas, A numerical study based on the finite element method of a multiscale continuun model of tumor angiogenesis, Journal of Biomechanics, 45 S466-Supplement 1, 2012.

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