Adélia Sequeira
Adélia Sequeira
Professor of Mathematics, Instituto Superior Técnico
Verified email at - Homepage
Cited by
Cited by
Partial differential equations in mathematical physics
H Amann, J Naumann, A Arkhipova, A Nazarov, C Bardos, SA Nazarov, ...
Methods of blood flow modelling
N Bessonov, A Sequeira, S Simakov, Y Vassilevskii, V Volpert
Mathematical modelling of natural phenomena 11 (1), 1-25, 2016
AM Robertson, A Sequeira, MV Kameneva
Hemodynamical flows, 63-120, 2008
On the shear-thinning and viscoelastic effects of blood flow under various flow rates
T Bodnár, A Sequeira, M Prosi
Applied Mathematics and Computation 217 (11), 5055-5067, 2011
Further existence results for classical solutions of the equations of a second-grade fluid
GP Galdi, A Sequeira
Archive for rational mechanics and analysis 128 (4), 297-312, 1994
A 3D non-Newtonian fluid–structure interaction model for blood flow in arteries
J Janela, A Moura, A Sequeira
Journal of Computational and applied Mathematics 234 (9), 2783-2791, 2010
Rheological models for blood
AM Robertson, A Sequeira, RG Owens
Cardiovascular mathematics, 211-241, 2009
Numerical simulation of the coagulation dynamics of blood
T Bodnár, A Sequeira
Computational and Mathematical Methods in Medicine 9 (2), 83-104, 2008
Thermodynamically consistent orthotropic activation model capturing ventricular systolic wall thickening in cardiac electromechanics
S Rossi, T Lassila, R Ruiz-Baier, A Sequeira, A Quarteroni
European Journal of Mechanics-A/Solids 48, 129-142, 2014
Sensitivity of hemodynamics in a patient specific cerebral aneurysm to vascular geometry and blood rheology
AM Gambaruto, J Janela, A Moura, A Sequeira
Mathematical Biosciences & Engineering 8 (2), 409, 2011
A well-posed problem for the exterior Stokes equations in two and three dimensions
V Girault, A Sequeira
Archive for rational mechanics and analysis 114 (4), 313-333, 1991
The coupling of boundary integral and finite element methods for the bidimensional exterior steady Stokes problem
A Sequeira, JC Nedelec
Mathematical Methods in the Applied Sciences 5 (1), 356-375, 1983
Standardising the lactulose mannitol test of gut permeability to minimise error and promote comparability
IR Sequeira, RG Lentle, MC Kruger, RD Hurst
PloS one 9 (6), e99256, 2014
Absorbing boundary conditions for a 3D non-Newtonian fluid–structure interaction model for blood flow in arteries
J Janela, A Moura, A Sequeira
International Journal of Engineering Science 48 (11), 1332-1349, 2010
An advanced meshless LBIE/RBF method for solving two-dimensional incompressible fluid flows
EJ Sellountos, A Sequeira
Computational Mechanics 41 (5), 617-631, 2008
A director theory approach for modeling blood flow in the arterial system: An alternative to classical 1D models
AM Robertson, A Sequeira
Mathematical Models and Methods in Applied Sciences 15 (06), 871-906, 2005
Numerical study of the significance of the non-Newtonian nature of blood in steady flow through a stenosed vessel
T Bodnár, A Sequeira
Advances in Mathematical Fluid Mechanics, 83-104, 2010
An overview of some mathematical models of blood rheology
A Sequeira, J Janela
A Portrait of State-of-the-Art Research at the Technical University of …, 2007
Mesoscopic simulations of unsteady shear-thinning flows
AM Artoli, A Sequeira
International Conference on Computational Science, 78-85, 2006
Numerical simulations of shear dependent viscoelastic flows with a combined finite element–finite volume method
L Nadau, A Sequeira
Computers & Mathematics with Applications 53 (3-4), 547-568, 2007
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