NP1 Scaling, multifractals and nonlinear variability in geophysics
.2 Scaling, multifractals and nonlinearity in hydrology (co-sponsored by HS)

Convener: Onof, C.
Co-Convener(s): Olsson, J.; Veneziano, D.
Monday, 20 April 1998
Lecture Room: M9

Chairperson: Onof, C.

• 14:00 RODRIGUEZ-ITURBE, I.; MARANI, M.; D'ODORICO, P.; RINALDO, A.
  On space-time scaling of cumulated rainfall fields
• 14:15 MARSAN, D.; SCHERTZER, D.; LOVEJOY, S.
  Empirical relation between fractal dimension of support and average activity for space-time rain distributions; comparison with a space-time multifractal model
• 14:30 DWYER, I.; LAMMERING, B.
  Relationship between multifractal analysis of rainfall time series and spatial rainfall data (Poster)
• 14:35 SCHMITT, F.
  Multifractal analysis of daily rainfall data
• 14:50 PANDEY, G.; LOVEJOY, S.; SCHERTZER, D.
  Multifractal analysis and extremes of daily river flow series for basins five to two million square kilometers
• 15:05 VENEZIANO, D.; NIEMANN, J.D.; BRAS, R.L.
  Self-similarity and multifractality of river profiles
• 15:20 MOUSSA, R.; TOURNOUD, M.G.; BOCQUILLON, C.
  Fractal analysis of the spatial distribution of source basins within the catchment
• 15:35 BAKUCZ, P.
  Electrical analogy of fractal hydrodynamical dispersion (Poster)
• 15:40 JAEKEL, U.; SCHWARZE, H.; VEREECKEN, H.
  Scaling behaviour of macrodispersion in a bromide tracer experiment on the field scale
• 15:55 GLOBUS, A.M.
  On fractal character of soil solid phase surface as revealed by retentivity function (Poster)
• 16:00 KONTUR, I.; BAKUCZ, P.
  Modelling of contaminant transport with help of stochastic particle simulation (Poster)
• 16:05 DESAULNIERS-SOUCY, N.; LOVEJOY, S.; SCHERTZER, D.
  Multiscaling properties of the three dimensional spatial distributions of rain and snow in 10 m3 (Poster)
• 16:10 DWYER, I.; LAMMERING, B.
  Using multifractal description of spatial rainfall in GCMs (Poster)
• 16:15 AUBERT, D.; BEAUVAIS, A.; DUBOIS, J.; ORANGE, D.
  Nonlinear effects on the temporal evolution of fluvial discharge: case of the Oubangui river (Poster)
• 16:20 AVERBACH, V.S.; VLASOV, S.N.; ZASLAVSKY, Y.M.
  The motion of the liquid droplet pinched into porous medium capillary channel due to vibration

16:25 END OF SUB-SESSION

17:00 Opening

19:30 Reception
 

NP1 Scaling, multifractals and nonlinear variability in geophysics
.2 Scaling, multifractals and nonlinearity in hydrology (co-sponsored by HS) - Poster Session

Convener: Onof, C.
Co-Convener(s): Olsson, J.; Veneziano, D.
Display Time: Monday, 09:00 - Friday, 13:00
Authors in Attendance: Tuesday, 17:00 - 19:00
Poster Area: AGORA 3 - NP

Chairperson: Onof, C.

• NP014 DWYER, I.; LAMMERING, B.
  Relationship between multifractal analysis of rainfall time series and spatial rainfall data
• NP007 BAKUCZ, P.
  Electrical analogy of fractal hydrodynamical dispersion
• NP008 GLOBUS, A.M.
  On fractal character of soil solid phase surface as revealed by retentivity function
• NP009 KONTUR, I.; BAKUCZ, P.
  Modelling of contaminant transport with help of stochastic particle simulation
• NP010 DESAULNIERS-SOUCY, N.; LOVEJOY, S.; SCHERTZER, D.
  Multiscaling properties of the three dimensional spatial distributions of rain and snow in 10 m3
• NP011 DWYER, I.; LAMMERING, B.
  Using multifractal description of spatial rainfall in GCMs
• NP012 AUBERT, D.; BEAUVAIS, A.; DUBOIS, J.; ORANGE, D.
  Nonlinear effects on the temporal evolution of fluvial discharge: case of the Oubangui river
• NP013 AVERBACH, V.S.; VLASOV, S.N.; ZASLAVSKY, Y.M.
  The motion of the liquid droplet pinched into porous medium capillary channel due to vibration