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Antoni Vidal-Ferrāndiz
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Solution of the Lambda modes problem of a nuclear power reactor using an h–p finite element method
A Vidal-Ferrandiz, R Fayez, D Ginestar, G Verdú
Annals of Nuclear Energy 72, 338-349, 2014
482014
Moving meshes to solve the time-dependent neutron diffusion equation in hexagonal geometry
A Vidal-Ferrāndiz, R Fayez, D Ginestar, G Verdú
Journal of computational and applied mathematics 291, 197-208, 2016
322016
A time and frequency domain analysis of the effect of vibrating fuel assemblies on the neutron noise
A Vidal-Ferrāndiz, A Carreņo, D Ginestar, C Demazičre, G Verdú
Annals of Nuclear Energy 137, 107076, 2020
232020
A block Arnoldi method for the SPN equations
A Vidal-Ferrāndiz, A Carreņo, D Ginestar, G Verdú
International Journal of Computer Mathematics 97 (1-2), 341-357, 2020
212020
Spatial modes for the neutron diffusion equation and their computation
A Carreņo, A Vidal-Ferrāndiz, D Ginestar, G Verdú
Annals of Nuclear Energy 110, 1010-1022, 2017
152017
Modal methods for the neutron diffusion equation using different spatial modes
A Carreņo, A Vidal-Ferrāndiz, D Ginestar, G Verdú
Progress in Nuclear Energy 115, 181-193, 2019
142019
Block hybrid multilevel method to compute the dominant λ-modes of the neutron diffusion equation
A Carreņo, A Vidal-Ferrāndiz, D Ginestar, G Verdú
Annals of Nuclear Energy 121, 513-524, 2018
142018
Comparison of neutron noise solvers based on numerical benchmarks in a 2-D simplified UOX fuel assembly
P Vinai, H Yi, A Mylonakis, C Demazičre, B Gasse, A Rouchon, A Zoia, ...
Proceedings of the International Conference on Mathematics and Computational …, 2021
122021
Neutronic simulation of fuel assembly vibrations in a nuclear reactor
A Vidal-Ferrāndiz, A Carreņo, D Ginestar, C Demazičre, G Verdú
Nuclear Science and Engineering 194 (11), 1067-1078, 2020
112020
Multilevel method to compute the lambda modes of the neutron diffusion equation
A Carreņo, A Vidal-Ferrándiz, D Ginestar, G Verdú
Applied Mathematics and Nonlinear Sciences 2 (1), 225-236, 2017
112017
Adaptive time-step control for modal methods to integrate the neutron diffusion equation
A Carreņo, A Vidal-Ferrāndiz, D Ginestar, G Verdu
Nuclear Engineering and Technology 53 (2), 399-413, 2021
102021
Use of discontinuity factors in high-order finite element methods
A Vidal-Ferrāndiz, S González-Pintor, D Ginestar, G Verdú, M Asadzadeh, ...
Annals of Nuclear Energy 87, 728-738, 2016
102016
Pin-wise homogenization for SPN neutron transport approximation using the finite element method
A Vidal-Ferrāndiz, S González-Pintor, D Ginestar, C Demazičre, G Verdú
Journal of Computational and Applied Mathematics 330, 806-821, 2018
92018
Modelling and simulations of reactor neutron noise induced by mechanical vibrations
A Vidal-Ferrāndiz, D Ginestar, A Carreņo, G Verdú, A Dokhane, V Verma, ...
Annals of Nuclear Energy 177, 109300, 2022
62022
FEMFFUSION: A finite element method code for the neutron diffusion equation
A Vidal-Ferrāndiz, A Carreņo, D Ginestar, G Verdú
62020
Block Preconditioning Matrices for the Newton Method to Compute the Dominant λ-Modes Associated with the Neutron Diffusion Equation
A Carreņo, L Bergamaschi, A Martinez, A Vidal-Ferrándiz, D Ginestar, ...
Mathematical and Computational Applications 24 (1), 9, 2019
62019
Development of a finite element method for neutron transport equation approximations
A Vidal Ferrāndiz
Universitat Politčcnica de Valčncia, 2018
62018
Localizing perturbations in pressurized water reactors using one-dimensional deep convolutional neural networks
L Pantera, P Stulík, A Vidal-Ferrāndiz, A Carreņo, D Ginestar, G Ioannou, ...
Sensors 22 (1), 113, 2021
52021
Schwarz type preconditioners for the neutron diffusion equation
A Vidal-Ferrāndiz, S González-Pintor, D Ginestar, G Verdú, C Demazičre
Journal of Computational and Applied Mathematics 309, 563-574, 2017
52017
Solving the time-dependent neutron diffusion equation using moving meshes
A Vidal-Ferrandiz, R Fayez, G Verdú, D Ginestar
Proceedings of MC2015, Nashville, USA, 2015
52015
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