Joaquim Peiró

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Person:383483

Available identifiers

zbMath Open peiro.joaquimWikidataQ60390921 ScholiaQ60390921MaRDI QIDQ383483

List of research outcomes

PublicationDate of PublicationType
Efficient vectorised kernels for unstructured high-order finite element fluid solvers on GPU architectures in two dimensions2023-06-22Paper
A comparison of the shared-memory parallel programming models \textit{OpenMP}, \textit{OpenACC} and \textit{Kokkos} in the context of implicit solvers for high-order FEM2023-05-23Paper
Reducing errors caused by geometrical inaccuracy to solve partial differential equations with moving frames on curvilinear domain2022-08-03Paper
Development of a balanced adaptive time-stepping strategy based on an implicit JFNK-DG compressible flow solver2022-05-31Paper
Spatial eigenanalysis of spectral/\textit{hp} continuous Galerkin schemes and their stabilisation via DG-mimicking spectral vanishing viscosity for high Reynolds number flows2021-01-28Paper
A high resolution PDE approach to quadrilateral mesh generation2021-01-27Paper
Nektar++: design and implementation of an implicit, spectral/\(hp\) element, compressible flow solver using a Jacobian-free Newton Krylov approach2020-12-18Paper
Numerical study on the effect of geometric approximation error in the numerical solution of PDEs using a high-order curvilinear mesh2019-08-23Paper
Naturally curved quadrilateral mesh generation using an adaptive spectral element solver2019-08-12Paper
A comparative study on polynomial dealiasing and split form discontinuous Galerkin schemes for under-resolved turbulence computations2019-06-28Paper
Nektar++: enhancing the capability and application of high-fidelity spectral/$hp$ element methods2019-06-08Paper
A smoothed particle hydrodynamics numerical scheme with a consistent diffusion term for the continuity equation2019-04-26Paper
Long duration SPH simulations of sloshing in tanks with a low fill ratio and high stretching2018-10-31Paper
An isoparametric approach to high-order curvilinear boundary-layer meshing2018-08-30Paper
Spatial eigensolution analysis of discontinuous Galerkin schemes with practical insights for under-resolved computations and implicit LES2018-07-18Paper
Towards \(p\)-adaptive spectral/\(hp\) element methods for modelling industrial flows2018-02-15Paper
An LES setting for DG-based implicit LES with insights on dissipation and robustness2018-02-15Paper
On the eddy-resolving capability of high-order discontinuous Galerkin approaches to implicit LES / under-resolved DNS of Euler turbulence2018-01-25Paper
https://portal.mardi4nfdi.de/entity/Q52685262017-06-20Paper
Eigensolution analysis of spectral/\(hp\) continuous Galerkin approximations to advection-diffusion problems: insights into spectral vanishing viscosity2016-12-20Paper
Linear dispersion-diffusion analysis and its application to under-resolved turbulence simulations using discontinuous Galerkin spectral/\(hp\) methods2016-12-05Paper
Modified Equation Analysis for the Discontinuous Galerkin Formulation2016-11-02Paper
On the Generation of Curvilinear Meshes Through Subdivision of Isoparametric Elements2015-10-06Paper
Physical determining factors of the arterial pulse waveform: theoretical analysis and calculation using the 1-D formulation2013-12-04Paper
A reparameterisation based approach to geodesic constrained solvers for curve matching2013-01-15Paper
On the segmentation of vascular geometries from medical images2010-02-12Paper
Analysing the pattern of pulse waves in arterial networks: a time-domain study2009-08-27Paper
Reconstruction of shape and its effect on flow in arterial conduits2008-09-04Paper
One-dimensional modelling of a vascular network in space-time variables2004-05-27Paper
Computational modelling of 1D blood flow and its applications2003-03-24Paper
Mesh generation in curvilinear domains using high‐order elements2002-01-01Paper
Computational haemodynamics: geometry and non-Newtonian modelling using spectral/hp element methods2001-06-04Paper
Nonlinear particle tracking for high-order elements.2001-01-01Paper

Research outcomes over time


Doctoral students

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