Lire la première partie
101 pages
English

Découvre YouScribe en t'inscrivant gratuitement

Je m'inscris

Lire la première partie

-

Découvre YouScribe en t'inscrivant gratuitement

Je m'inscris
Obtenez un accès à la bibliothèque pour le consulter en ligne
En savoir plus
101 pages
English
Obtenez un accès à la bibliothèque pour le consulter en ligne
En savoir plus

Description

Niveau: Supérieur, Doctorat, Bac+8
Lire la première partie de la thèse

  • fractured heterogeneous

  • coupled thermo-hydro-mechanical

  • grimsel test

  • porous rock

  • full-scale engineered

  • échange matrice-fracture en milieu poreux

  • technical report


Sujets

Informations

Publié par
Nombre de lectures 15
Langue English
Poids de l'ouvrage 3 Mo

Extrait

Lire
la première partie
de la thèse
8 REFERENCES

[1] Ababou R. Approaches to Large Scale Unsaturated Flow in Heterogeneous,
Stratified, and Fractured Geologic Media. Report NUREG/CR-5743, U.S.
Nuclear Regulatory Commission, Washington D.C., USA. Government Printing
Office, pp.1-150, 1991.
[2] Ababou R. & L. W. Gelhar. Self-Similar Randomness and Spectral
Conditioning: Analysis of Scale Effects in Subsurface Hydrology, Chapter XIV
in Dynamics of Fluids in Hierarchical Porous Media, J. Cushman editor,
Academic Press, New York, pp. 393-428. 1990.
[3] Ababou, R, Cañamón, I., Elorza, F.J. Thermo-Hydro-Mechanical Simulation of a
3D Fractured Porous Rock: Preliminary Study of Coupled Matrix-Fracture
Hydraulics. Proceedings of the COMSOL Multiphysics Conference 2005, pp.
193-198. Ed. J. M: Petit and J. Daluz. France. November 2005.
[4] Ababou R., A. Millard, E. Treille, M. Durin, & F. Plas. Continuum Modeling of
Coupled Thermo-Hydro-Mechanical Processes in Fractured Rock.
Computational Methods in Water Resources (CMWR'94 Heidelberg), Kluwer
Acad. Publishers, A. Peters et al. (eds.), Vol.1, Chap.6, pp.651-658. 1994.
[5] Ababou R., A. Millard, E. Treille, & M. Durin. Coupled Thermo-Hydro-
Mechanical Modeling for the Near Field Benchmark Test 3 (BMT3) Of
Decovalex Phase 2. CEA/DMT Progress Report 93/488. May 1994.
[6] Ababou R., A.C. Bagtzoglou, & E.F. Wood. On the Condition Number of
Covariance Matrices Arising in Kriging, Estimation, and Simulation of Random
Fields. Mathematical Geology, Vol. 26, No. 1, pp. 99-133. 1994.
[7] Alonso E., J. Alcoverro, F. Coste, L. Malinsky, V. Merrien-Soukatchoff, Kadiri,
T. Nowak, H. Shao, T.S. Nguyen, A.P.S. Selvadurai, G. Armand, S.R. Sobolik,
M. Itamura, C.M. Stone, S.W. Webb, A. Rejeb, M. Tijani, Z. Maouche, A.
Kobayashi, H. Kurikami, A. Ito, Y. Sugita, M Chijimatsu, L. Börgesson, J.
Hernelind, J. Rutqvist, C.-F. Tsang & P. Jussila. The FEBEX Benchmark Test:
Case Definition and Comparison of Modelling Approaches. International
Journal of Rock Mechanics & Mining Science. Ed. Elsevier. May 2005.
[8] Amiguet, J.L. Grimsel Test Site. Felskennwerte Von Intaktem Granit.
Zusammen-Stellung Felsmechanischer Laborresultate Diverser Granitischer
Gesteine. NAGRA, NIB 85-08, September 1985.
[9] Bacry, E, Mallat, S. & Papanicolaou, G. A Wavelet Based Space-Time Adaptive
Numerical Method for Partial Differential Equations. Mathematical Modelling &
Numerical Analysis 26: pp. 793-834. 1992.
[10] Baecher G.B., Einstein H.H. & Lanney N.A. Statistical Description of Rock
Properties and Sampling. Energy Resources and Excavation Technology;
proceedings, 18th U.S. Symposium On Rock Mechanics. Golden: Colo. Sch.
Mines Press. Wang FD, Clark GB, editors. pp. 5C1.1–8. 1977.
[11] Barenblatt G., Zelthov I. & Kochina I. Basic Concepts in the Theory of Seepage
of Homogeneous Liquids in Fissured Rocks, Journal of Applied Mathematics 24,
213-240. 1960.
119
[12] Beylkin, G & Coult, N. A Multiresolution Strategy for Reduction of Elliptic
PDE’s and Eigenvalue Problems. Program in Applied Mathematics. University
of Colorado at Boulder. 1998.
[13] Biot, M.A. Theory of Deformation of a Porous Viscoelastic Anisotropic Solid.
Journal of Applied Physics 27: pp. 459-467. 1956a.
[14] Biot, M.A. General Solutions of the Equations of Elasticity and Consolidation for
a Porous Material. Journal of Applied Mechanics 23: pp. 91-96. 1956b.
[15] Box, G.E.P., Jenkins, G.M. & Reinsel, G.C. Time Series Analysis: Forecasting
and Control. Third Edition, Prentice Hall, Englewood Cliffs, New Jersey, 1994.
[16] Bracewell, R.N. The Fourier Transform and its Applications. Mcgraw-Hill, Inc.
USA. 1986.
[17] Braester C. & Zeitoun D. Pressure Transient Response of Stochastically
Heterogeneous Fractured Reservoirs, Transport in Porous Media 11, 263-280.
1993.
[18] Bräuer V., Kilger B. & Pahl A. Grimsel Test Site. Engineering Geological
Investigations for the Interpretation of Rock Stress Measurements and Fracture
Flow Tests. NAGRA, NTB 88-37E, April 1989.
[19] Brewster, M.E. & Beylkin, G. A Multiresolution Strategy for Numerical
Homogenization. Applied & Computational Harmonic Analysis 2: pp. 327-349.
1995.
[20] Brockwell, P.J. & Davis, R.A. Introduction to Time Series and Forecasting.
Springer-Verlag New York, Inc. 1996.
[21] Cañamón, I. & Paredes, C. The Applications of Wavelet Transform to Edge
Detection and Fractal Analysis on Digital Terrain Elevation Models. Proceedings
of the International Workshop on Fractal Mathematics Applied to Soil and
Related Heterogeneous Systems ‘PedoFract04’, pp. 17-18. Spain. 2004.
[22] Cañamón, I., Elorza, F.J., Mangin, A., Martín, P.L. & Rodríguez, R. Wavelets
and Statistical Techniques for Data Analysis in a Mock-Up High-Level Waste
Storage Experiment. International Journal on Wavelets, Multiresolution & Image
Processing 2(4): pp. 351-370. December 2004.
[23] Cañamón, I., Elorza, F. J., Ababou, R. 3D Fracture Networks: Optimal
Identification and Reconstruction. Accepted for publication in the proceedings of
the XIth IAMG Annual Congress. Belgium. September 2006.
[24] Chan T., R. Christiansson, G.S. Boulton, L.O. Ericsson, J. Hartikainen, M.R.
Jensen, D. Mas Ivars, F.W. Stanchell, P. Vistrand & T. Wallroth. DECOVALEX
III BMT3/BENCHPAR WP4: the Thermo-Hydromechanical Responses to a
Glacial Cycle and Their Potential Implications for Deep Geological Disposal of
Nuclear Fuel Waste in a Fractured Crystalline Rock Mass. International Journal
of Rock Mechanics & Mining Science. Ed. Elsevier. May 2005.
[25] Charton, P. & Perrier, V. A Pseudo-Wavelet Scheme for the Two-Dimensional
Navier-Stokes Equations. Matemática Aplicada e Computacional 15: pp. 139-
160 1996.
120
[26] CIEMAT. FEBEX (Full-Scale Engineered Barriers Experiment in Crystalline
Host Rock): 21º Data Report. Mock-Up Test. Technical Report 70-Ima-L-9-101.
Spain. 2002.
[27] Daubechies, I. Ten Lectures on Wavelets. CBMS-NSF Series in Applied
Mathematics. SIAM. 1992.
[28] Dershowitz W.S & Einstein H.H. Characterizing Rock Joint Geometry with Joint
System Models. Rock Mechanics & Rock Engineering 21(1):21–51. 1988.
[29] Dverstorp, B. & Andersson, J. Application of the Discrete Fracture Network
Concept with Field Data: Possibilities of Model Calibration and Validation.
Water Resources Research 25(3): pp. 540-550. March 1989.
[30] Ehlen J. Fractal Analysis of Joint Patterns in Granite. International Journal of
Rock Mechanics & Mining Science 37(6): pp. 909–922. 2000.
[31] ENRESA. Almacenamiento Geológico Profundo de Residuos Radiactivos de
Alta Actividad (AGP). Diseños Conceptuales Genéricos. Technical Report Num.
11/95. Spain. 1995.
[32] ENRESA. FEBEX (Full-Scale Engineered Barriers Experiment in Crystalline
Host Rock): Test Plan, Mock-Up Test. Version 1. Spain. 1996.
[33] gineered e
Host Rock). Diseño Final y Montaje del Ensayo “In-situ” en Grimsel. Technical
Report Num. 03/98. Spain. 1998.
[34] gineered Barriers Experiment in Crystalline
Host Rock): Etapa Preoperacional. Informe de Síntesis. Technical Report Num.
09/97. Spain. 1997.
[35] Fadili A. & R. Ababou. Dual Homogenisation of Immiscible Steady Two-Phase
Flow in Random Porous Media. Water Resources Research, Vol.40, W01513,
DOI:10.1029 / 2003WR002465, 2004.
[36] Gasquet C. & Witomski, P. Analyse de Fourier et Application. Masson. Paris.
1995.
[37] Gillespie, P.A., Howard, C.B., Walsh, J.J., & Watterson, J. Measurement and
Characterization of Spatial Distributions of Fractures. Tectonophysics (226): pp.
112-141. 1993.
[38] Goffe, Ferrier and Rogers, 1994. Global Optimization of Statistical Functions
with Simulated Annealing. Journal of Econometrics (60, 1/2): pp. 65-100.
[39] Goodman R.E. Methods of Geological Engineering in Discontinuous Rocks. St.
Paul: West Publishing Co. 1976.
[40] Guimerá J., Ortuño F., Vázquez E., Ruiz B., Martínez L., Carrera J. & Meier P.
Pulse Tests at ‘‘in Drift’’ Boreholes. Performance and Evaluation. UPC, 70-
UPC-L-0-1001. 1996.
[41] Guimerá J., Carrera J., Martínez L., Vázquez E., Ortuño F., Fierz T., Bülher C.,
Vives L., Meier P., Medina A., Saaltink M., Ruiz B. & Pardillo J. FEBEX
Hydrological Characterization and Modeling. UPC. 70-UPC-M-0-1001. 1998.
121
[42] Hanisch, K.H. & Stoyan, D. Remarks on Statistical Inference and Prediction for a
Hard-Core Clustering Model. Math. Operationsf. Statist., ser. statist. (14): pp.
559-567. 1983.
[43] Hestir, K. & Long, J.C.S. Analytical Expressions for the Permeability of Random
Two-Dimensional Poisson Fracture Networks Based on Regular Lattice
Percolation and Equivalent Media Theories. Journal of Geophysical Research 95
(B13): pp. 21565-21581.
[44] Hudson J.A., O. Stephansson & J. Anderssond. Guidance on Numerical
Modelling of Thermo-Hydro-Mechanical Coupledprocesses for Performance
Assessment of Radioactive Waste Repositories. International Journal of Rock
Mechanics & Mining Science. Ed.

  • Univers Univers
  • Ebooks Ebooks
  • Livres audio Livres audio
  • Presse Presse
  • Podcasts Podcasts
  • BD BD
  • Documents Documents