Papers in Peer-Reviewed Scientific Journals

2024

2023

2022

2020

2019

2018

2017

2016

2015

2014

2013

2012

2011

2010

  • J. Janela, A. Moura and A. Sequeira. Absorbing boundary conditions for a 3D non- Newtonian fluid-structure interaction model for blood flow in arteries. International Journal of Engineering Sciences, Vol. 48, Issue 11, pp. 1332-1349, 2010
  • J. Janela, G. Pontrelli, A. Sequeira, S. Succi and S. Ubertini. Unstructured Lattice-Boltzmann method for shear dependent viscosity flows: validation and application to blood flow simulations, International Journal of Modern Physics C, Vol. 1, Issue 6, pp. 795-811, 2010
  • E.J. Sellountos, A. Sequeira and D. Polyzos. Solving elastic problems with Local Boundary Integral Equations (LBIE) and Radial Basis Functions (RBF) cells. CMES Computer Modeling in Engineering and Sciences, Vol. 57, nr 2, pp.109-136, 2010
  • A. M. Gambaruto, A. Moura and A. Sequeira. Topological flow structures and stir mixing for steady flow in a peripheral bypass graft with uncertainty, International Journal for Numerical Methods in Biomedical Engineering, 26 (7), pp. 926-953, 2010
  • J. Janela, A. Moura and A. Sequeira. A 3D non-Newtonian fluid-structure interaction model for blood flow in arteries. Journal of Computational and Applied Mathematics, 234, pp. 2783-2791, 2010

Before 2010

  • E.J. Sellountos, A. Sequeira and D. Polyzos. Elastic transient analysis with MLPG (LBIE) method and local RBFs, CMES Computer Modeling in Engineering and Sciences, vol.41, no.3, pp. 215-241, 2009
  • A. Sequeira, A.M. Artoli, A.S. Silva-Herdade, C. Saldanha. Leukocytes dynamics in microcirculation under shear-thinning blood flow, Computers & Mathematics with Applications, Vol. 58, Nr. 5, pp. 1035-1044, 2009
  • L. Borges and A. Sequeira. Numerical simulation of a viscoelastic fluid with a preconditioned Schwarz method, Banach Center Publ., Inst. Math, Polish Acad. Sc., Vol. 81, pp.65-80, 2008
  • J. Janela and A. Sequeira. On a constrained minimization problem arising in hemodynamics, Banach Center Publ., Inst. Math, Polish Acad. Sc., Vol. 81, pp. 227-241, 2008
  • F. Carapau and A. Sequeira. 1D dynamics of a second-grade viscous fluid in a constricted tube, Banach Center Publ., Inst. Math, Polish Acad. Sc., Vol. 81, pp. 95-103, 2008
  • A.M. Artoli, A. Sequeira, A.S. Silva, C. Saldanha. Localized hydrodynamics of clustering leukocytes, Clinical Hemorheology and Microcirculation, V. 39, Nr 1-4, pp. 375- 380, 2008
  • T. Bodnár and A. Sequeira, Numerical simulation of the coagulation dynamics of blood, Computational and Mathematical Methods in Medicine, Volume 9; Issue 2; pp: 83-104, 2008
  • E. Sellountos and A. Sequeira. A hybrid multi-region BEM / LBIE-RBF velocity-vorticity scheme for the two-dimensional Navier-Stokes equations, CMES Computer Modeling in Engineering and Sciences, Vol. 23, No.2, pp. 127-148, 2008
  • S. Nazarov, A. Sequeira, M. Specovius-Neugebauer and J. Videman. Artificial Boundary Conditions for Viscoelastic Flows in Exterior Domains, Mathematical Methods in Applied Sciences, Vol 31, Issue 8, pp. 937-958, 2008
  • E. Sellountos and A. Sequeira. An advanced meshless LBIE/RBF method for solving two dimensional incompressible fluid flows, Computational Mechanics, Vol. 41, No. 5, 2008
  • A.S. Silva-Herdade, A.M. Artoli, A. Sequeira and C. Saldanha.Leukocyte rolling and recruitment by endothelial cells: Hemorheological experiments and numerical simulations Inflammation Research, Volume: 56; Suppl. 3; pp. S388-S389, 2007
  • N. Arada, M. Pires and A. Sequeira, Numerical approximation of viscoelastic Oldroyd-B flows in curved pipes, RIMS Kôkyûroku Bessatsu Kyoto, B1, pp. 43-70, 2007
  • L. Nadau and A. Sequeira, Numerical simulations of shear dependent viscoelastic flows with a combined finite element - finite volume method. Computers and Mathematics with Applications, Vol. 53, Issues 3-4, pp. 547-568, 2007
  • A.M. Artoli, A. Sequeira, A.S. Silva and C. Saldanha, Leukocytes rolling and recruitment by endothelial cells: hemorheological experiments and numerical simulations, Journal of Biomechanics, vol. 40, Issue 15, pp. 3493-3502, 2007
  • N. Arada, P. Correia and A. Sequeira, Analysis and Finite Element Simulations of a Second-Grade Fluid Model in a Bounded Domain, J. Num. Meth. Partial Diff. Eq., Vol. 23, nr. 6, pp. 1468-1500, 2007
  • N. Arada, M. Pires and A. Sequeira, Viscosity Effects on Flows of Generalized Newtonian Fluids through Curved Pipes. Computers and Mathematics with Applications, 53, pp. 625-646, 2007
  • F. Carapau, A. Sequeira and J. Janela, 1D simulations of second-grade fluids with shear dependent viscosity, Trans. on Mathematics, Issue 1, Vol. 6, pp.151-158, 2007
  • J. Janela, A. Sequeira and F. Carapau, Numerical Simulation of the Motion of Rigid Particles in Generalized Newtonian Fluids using a Hyper-Viscosity Method, Trans. on Mathematics, Issue 4, Volume 5, pp. 366-373, 2006
  • F. Carapau and A. Sequeira, Unsteady flow of a generalized Oldroyd-B fluid using a director theory approach, Trans. on Fluid Mechanics, Issue 2, Vol. 1, pp. 167-174, 2006
  • F. Carapau and A. Sequeira, 1D Models for Blood Flow in Small Vessels Using the Cosserat Theory. Trans. on Mathematics, Issue 1, Vol. 5, pp. 54-62, 2006
  • T. Bodnár and A. Sequeira, Shear-thinning effects of blood flow past a formed clot, Trans. on Fluid Mechanics, Issue 3, Vol. 1, pp. 207-214, 2006
  • A.M. Artoli, A. Sequeira and J. Janela, Shear-Thinning Viscosity Effects in Bifurcating Blood Vessels, Journal of Biomechanics, Vol. 39, Suppl 1, pp. S310, 2006
  • A.M. Artoli, J. Janela and A. Sequeira, The Role of the Womersley Number in Shear-Thinning Fluids, Trans. on Fluid Mechanics, Issue 2, Vol. 1, pp. 133-139, 2006
  • A.M. Artoli and A. Sequeira, Mesoscopic simulations of unsteady shear-thinning flows, Computational Science - ICCS 2006, series Springer Lecture Notes in Computer Science, vol. 3992, pp. 78-85, 2006
  • N. Arada, P. Correia and A. Sequeira, Finite element simulations of second-grade fluids in curved pipes, Trans. on Mathematics, Issue 4, Vol 5, pp. 358-365, 2006
  • N. Arada, L. Borges and A. Sequeira, A preconditioned domain decomposition method for the simulation of viscoelastic flows, Trans. on Mathematics, Issue 3, Vol 5, pp. 289-296, 2006
  • A.M. Robertson and A. Sequeira, A director theory approach for modeling blood flow in the arterial system: an alternative to classical 1-D models. Math. Models & Methods in Appl. Sci.-M3AS, vol. 15, No. 6, pp. 871-906, 2005
  • N. Arada, M. Pires and A. Sequeira, Numerical simulations of shear-thinning Oldroyd-B fluids in curved pipes. IASME Transactions, Issue 6, Vol. 2, pp. 948-959, 2005
  • N. Arada and A. Sequeira, Steady flows of Oldroyd-B fluids with shear-dependent viscosity around an obstacle. J. Math. Fluid Mech., vol. 7, nr. 3, pp. 1-33, 2005
  • N. Arada and A. Sequeira, Existence results for steady flows of quasi-Newtonian fluids using weak monotonicity. J. Math. Fluid Mech., vol.7, sup.2, pp. 273-288, 2005
  • N. Arada and A. Sequeira, Strong Steady Solutions for a Generalized Oldroyd-B Model with Shear-Dependent Viscosity in a Bounded Domain, Math. Models & Methods in Appl. Sci.-M3AS, vol. 13, No. 9: 1303-1323, 2003
  • S. Nazarov, A. Sequeira and J.H. Videman, Asymptotic Modelling of a Piston with a Completely Wetted Surface. Zap. Nauchn. Sem. S.-Petersburg. Otdel. Mat. Inst. Steklov. (POMI), Volume: 306, Issue: 34, pp.: 53-70, 2003; translation in J. Math. Sci. (N.Y.), Volume: 130, Issue: 4, pp.: 4803-4813, 2005
  • S. Nazarov, A. Sequeira and J.H. Videman, Steady flows of Jeffrey-Hamel type from the half-plane into an infinite channel. 2. Linearization on a symmetric solution. J. Math. Pures Appl., Vol. 81: 781-810, 2002
  • S. Nazarov, A. Sequeira and J.H. Videman, Asymptotic behaviour at infinity of three-dimensional steady viscoelastic flows. Pacific J. Math., 203(2): 461-488, 2002
  • S. Nazarov, A. Sequeira and J.H. Videman, Steady flows of Jeffrey-Hamel type from the half-plane into an infinite channel. 1. Linearization on an anti-symmetric solution. J. Math. Pures Appl., 80(12): 1069-1098, 2001
  • K. Pileckas, A. Sequeira and J.H. Videman, Steady flows of viscoelastic fluids in domains with outlets to infinity. J. Math. Fluid Mech., 2: 185-218, 2000
  • S. Nečasová, A. Sequeira and J.H. Videman, Existence of classical solutions for compressible viscoelastic fluids of Oldroyd type past an obstacle, Math. Meth. in the Appl. Sc.,22: 449-460, 1999
  • A. Novotny, A. Sequeira and J.H. Videman, Steady motions of viscoelastic fluids in 3-D exterior domains - existence, uniqueness and asymptotic behaviour, Arch. Rational Mech. and Anal.,149: 49-67, 1999
  • A. Sequeira and M. Baía, A finite element approximation for the steady solution of a second-grade fluid model, J. of Comput.and Appl. Math., 111: 281-295, 1999
  • S. Nečasová, A. Sequeira and J.H. Videman, Existence of Classical Solutions for Compressible Viscoelastic Fluids of Oldroyd Type past an Obstacle, Math. Meth. in Appl. Sci., 22: 449-460,1998
  • A. Novotný, A. Sequeira, J. Videman. Existence of three dimensional flows of second-grade fluids past an obstacle, Nonlinear Analysis, Theory, Methods & Applications, Vol. 30, pp. 3051-3058, 1997
  • G.P. Galdi, A. Sequeira and J.H. Videman, Steady Motions of a Second-Grade Fluid in an Exterior Domain, Adv. in Math. Sci. and Appli.,7: 977-995, 1997
  • V. Coscia, A. Sequeira and J.H. Videman, Existence and Uniqueness of Classical Solutions for a Class of Complexity-2 Fluids, Int. J. Non-Linear Mechanics, 30: 531-551, 1995
  • A. Sequeira and J.H. Videman, Global Existence of Classical Solutions for the Equations of Third Grade Fluids, J. Math. Phys. Sciences, 29: 47-69, 1995
  • G.P. Galdi and A. Sequeira, Further Existence Results for Classical Solutions of the Equation of a Second Grade Fluid, Arch. Rat. Mech. Anal., 128: 297-312, 1994
  • T. Abboud, V. Girault and A. Sequeira, A Stream Function-Vorticity Formulation Coupled with Boundary Integrals for the Two-Dimensional Exterior Stokes Problem, Acta Applicandae Mathematicae, 37: 3-12, 1994
  • V. Girault, G. Giroire and A. Sequeira, A Stream Function-Vorticity Variational Formulation for the Exterior Stokes Problem in Weighted Sobolev Spaces, Math. Meth. in Appl. Sci., 15: 345-363, 1992
  • V. Girault, G. Giroire and A. Sequeira, Formulation variationnelle en fonction courant-tourbillon du problème de Stokes extérieur dans des espaces de Sobolev à poids, C.R.A.S. Paris, 313, Série I, 499-502, 1991
  • V. Girault and A. Sequeira, A Well-Posed Problem for the Exterior Stokes Equation in Two and Three Dimensions, Arch. Rat. Mech. Anal., 114: 313-333, 1991
  • A. Sequeira, On the Computer Implementation of a Coupled Boundary and Finite Element Method for the Bidimensional Exterior Steady Stokes Problem, Math. Meth. in Appl. Sci., 8: 117-139, 1986
  • A. Sequeira, The Coupling of Boundary Integral and Finite Element Methods for the Bidimensional Exterior Steady Stokes Problem, Math. Meth. in Appl. Sci., 5: 356-375, 1983