ENE6101 - Physique statique des réacteurs
Section | Nom | Description |
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Topic 1 | professeur | |
référence | Alain Hébert, Applied Reactor Physics, Presses Internationales Polytechnique, Third Edition, Montréal, 2020. |
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notice | ||
site Web du livre | ||
matière du cours ENE6101 | ||
Schémas de calcul en CLE-2000 | ||
Transport solvers available in DRAGON5 | ||
Libraries and resonance self-shielding calculations | ||
Assurance Qualité Dragon/Donjon | ||
présentation générale Dragon/Donjon Version4 | Un diaporama donnant les objectifs de conception et les principes d'utilisation. |
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plan de cours ENE6101 | Le document officiel d'analyse de cours. |
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tutoriel Matlab | Un guide de démarrage sur l'utilisation de Matlab écrit par Steven Dufour. |
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tutoriel UNIX | Simple UNIX tutorial for beginners |
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site Dragon/Donjon | Le site officiel pour récupérer la version open-source de Dragon/Donjon. https://www.polymtl.ca/merlin/version5.htm |
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Sujets de recherche (2011-2017) | ||
mémoires et theses | ||
papier de Nancy Larson (physique nucléaire) | ||
Les réacteurs CANDU | ||
SMR Research Project | ||
Topic 3 | plgndr.m | return the Ferrer definition of the associated Legendre function |
psi_doppler.m | ||
chi_doppler.m | ||
psi_voigt.m | ||
chi_voigt.m | ||
sybt1d.m | produce a Gauss-Jacobi tracking in 1D curvilinear geometry |
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sybt2d.m | ||
p11_cyl.m | compute the p11 component in 1D cylindrical geometry |
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p11_sphere.m | compute the p11 component in 1D spherical geometry |
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taben.m | exponential function of order n |
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alkin.m | Bickley function of order n |
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al1eig.m | find the fundamental eigenvalue and corresponding eigenvector of equation (a-eval)*evect=0 using the power method. |
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rij_f.m | ||
rii_f.m | ||
cij_f.m | coefficients used with the collision probability method in 1D cylindrical geometry |
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di_f.m | coefficients used with the collision probability method in 1D cylindrical geometry |
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ei_f.m | coefficients used with the collision probability method in 1D cylindrical geometry |
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free.m | ||
lmcd.m | ||
mcgpii.m | ||
mcgsis.m | ||
mcgaca.m | ||
cram_coeffs.m | Set the coefficients of the Chebyshev Rational Approximation Method (CRAM) for exponentials |
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Topic 4 | instructions | |
Topic 5 | Semaine 1 – Introduction | |
Semaine 2 | Diaporama semaine 2 |
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Semaine 3 | Diaporama semaine 3 |
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Semaine 4 | Diaporama semaine 4 |
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Semaine 5 | Diaporama semaine 5 |
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Semaine 6 | Diaporama semaine 6 |
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Semaine 7 | Diaporama semaine 7 |
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Semaine 8 | Diaporama semaine 8 |
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pij_slab_incomplete.m | Compléter ce script Matlab pour le projet ENE6101 |
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Semaine 9 | Diaporama semaine 9 |
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pij_cyl_incomplete.m | Compléter ce script Matlab pour le projet ENE6101 |
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Semaine 10 | Diaporama semaine 10 |
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Semaine 11 | Diaporama semaine 11 |
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Fundamental mode approximation | ||
Semaine 12 | Diaporama semaine 12 |
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Constant power depletion | ||
Workshops Njoy-Dragon–Donjon | Diaporama 1 | |
Diaporama 2 | ||
Diaporama 3 | ||
Diaporama 4 | ||
Diaporama 5 | ||
Diaporama 6 | ||
Diaporama 7 | ||
Diaporama 8 |