Modelling of Debris Flows and Flow Slides

8. References

• Bagnold , R. A. 1954 . “Experiments on a gravity-free dispersion of large solid spheres in a Newtonian fluid under shear” . Proc. Royal Society A , 225 : 49 – 63 .
   Google Scholar
• Bishop , A. W. , Hutchsinson , J. N. , Penman , A. D.M. and Evans , H. E. 1969 . “Geotechnical Investigations into the causes and circumstances of the disaster of 21st October 1966” . In A selection of technical reports submitted to the Aberfan Tribunal 1 – 80 . Welsh Office, H.M.S.O. London, England
   Google Scholar
• Bishop , A. W. 1973 . The stability of tips and spoil heaps . Quart.J.Eng.Geol. , 6 : 335 376
   Google Scholar
• Calembert , L. and Dantinne , R. 1964 . “The avalanche of ash at Jupille (Liege) on February 3rd, 1961. From: . The commemorative volume dedicated to Professeur F.Campus , : 41 – 57 . Liége, Belgium
   Google Scholar
• Chen , C. L. and Ling , C. H. 1996 . “Granular-Flow Rheology: Role of Shear-Rate Number in Transition Regime” . J.Engng.Mech. ASCE , 122 : 469 – 481 . 5
   Google Scholar
• Du , R. , Kang , Z. and Zhu , P. 1987 . Debris Flow of Xiaojiang basin in photographs, Sichuan Publishing House of Science and Technology ,
   Google Scholar
• Hungr , O. 1995 . “A model for the runout analysis of rapid flow slides, debris flows and avalanches” . Can.GeotechJ. , 32 : 610 – 623 .
   Web of Science ®Google Scholar
• Hutchinson , J. N. 1986 . “A sliding-consolidation model for flow slides” . Can.Geotech.J. , 23 : 115 – 126 .
   Web of Science ®Google Scholar
• Hutter , K. and Koch , T. 1991 . “Motion of a granular avalanche in an exponentially curved chute: experiments and theoretical predictions” . Phil.Trans.R.Soc.London, A , 334 : 93 – 138 .
   Web of Science ®Google Scholar
• Jeyapalan , J. K. , Duncan , J. M. and Seed , H. B. 1983 . “Investigation of flow failures of tailing dams” . J.Geotech.Engng. ASCE , 109 : 172 – 189 .
   Google Scholar
• Jin , M. and Fread , D. L. 1997 . Debris-Flow Hazards Mitigation: Mechanics, Prediction and Assessment, ASCE Edited by: Chen , C. L. 687 – 696 . One-dimensional routing of mud/debris flows using NWS FLDWAV model, in
   Google Scholar
• Laigle , D. and Coussot , P. 1997 . “Numerical Modelling of Mudflows” . J.Hydr.Engng. ASCE, Vol.123 , : 617 – 623 .
   Google Scholar
• Laigle , D. 1997 . “A two-dimensional model for the study of debris-flow spreading on a torrent debris fan” . In Debris-Flow Hazards Mitigation: Mechanics, Prediction and Assessment, ASCE Edited by: Chen , C. L. 123 – 132 . in
   Google Scholar
• Peraire , J . 1986 . “A Finite Element Method for Convection Dominated Flows”, Ph.D. Thesis, University of Wales, Swansea
   Google Scholar
• Peraire , J. , Zienkiewicz , O. C. and Morgan , K. 1986 . “Shallow Water Problems. A General Explicit Formulation” . International Journal for Numerical Methods in Engineering. , 22 : 547 – 574 .
   Google Scholar
• Rickenmann , D. and Koch , T. 1997 . “Comparison of debris flow modelling approaches”, in ” . In Debris-Flow Hazards Mitigation: Mechanics, Prediction and Assessment, Proc. 1st Int.Conference, ASCE Edited by: Chen , C-I. 576 – 585 .
   Google Scholar
• Savage , S. B. and Hutter , K. 1991 . “The dynamics of avalanches of granular materials from initiation to runout. Part I: Analysis” . Acta Mechanica , 86 : 201 – 223 .
   Web of Science ®Google Scholar
• Vulliet , L. and Hutter , K. 1988 . “Continuum model for natural slopes in slow movement” . Géotechnique , 38 : 199 – 217 .
   Web of Science ®Google Scholar
• Zhang , S. 1993 . “A comprehensive Approach to the Observation and prevention of Debris Flows in China” . Natural Hazards , 7 : 1 – 23 .
   Google Scholar
• Zienkiewicz , O. C. and Taylor , R. L. 1991 . The Finite Element Method , (4th. edition), Vol.2, McGraw-Hill
   Google Scholar