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Amanda Carreņo
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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
272020
A block Arnoldi method for the SPN equations
A Vidal-Ferrandiz, A Carreņo, D Ginestar, G Verdú
International Journal of Computer Mathematics 97 (1-2), 341-357, 2020
232020
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
172017
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
152019
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
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
132022
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
132021
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
132020
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
FEMFFUSION: A finite element method code for the neutron diffusion equation
A Vidal-Ferrandiz, A Carreno, D Ginestar, G Verdú
92020
On the simulation of neutron noise induced by vibrations of fuel pins in a fuel assembly
P Vinai, H Yi, C Demaziere, A Rouchon, A Zoia, A Vidal-Ferrāndiz, ...
Annals of Nuclear Energy 181, 109521, 2023
72023
Frequency-domain models in the SPN approximation for neutron noise calculations
A Carreņo, A Vidal-Ferrāndiz, D Ginestar, G Verdú
Progress in Nuclear Energy 148, 104233, 2022
72022
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
72019
Edge-wise perturbations to model vibrating fuel assemblies in the frequency-domain using FEMFFUSION: Development and verification
A Vidal-Ferrāndiz, A Carreņo, D Ginestar, G Verdú
Annals of Nuclear Energy 175, 109246, 2022
52022
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
Time-dependent simplified spherical harmonics formulations for a nuclear reactor system
A Carreņo, A Vidal-Ferrāndiz, D Ginestar, G Verdú
Nuclear Engineering and Technology 53 (12), 3861-3878, 2021
52021
Optimized eigenvalue solvers for the neutron transport equation
A Vidal-Ferrāndiz, S González-Pintor, D Ginestar, A Carreņo, G Verdú
International Conference on Computational Science, 823-832, 2018
52018
Incorporaciķn de la plataforma Kahoot en las clases de matemáticas II y evaluaciķn de su funcionamiento
A Carreno, D Ginestar, E Sanabria-Codesal
IN-RED 2020: VI Congreso de Innovaciķn Educativa y Docencia en Red, 528-541, 2021
42021
FEMFFUSION and its verification using the C5G7 benchmark
Y Fontenla, A Vidal-Ferrāndiz, A Carreņo, D Ginestar, G Verdú
Annals of Nuclear Energy 196, 110239, 2024
32024
Integration methods for the time dependent neutron diffusion equation and other approximations of the neutron transport equation
AM Carreņo Sánchez
Universitat Politčcnica de Valčncia, 2020
22020
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