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9783764363093

Fractals and Dynamic Systems in Geoscience

by ; ;
  • ISBN13:

    9783764363093

  • ISBN10:

    3764363096

  • Format: Paperback
  • Copyright: 2000-06-01
  • Publisher: Birkhauser

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Summary

Concepts and methods of fractal geometry penetrate various branches of human knowledge to an increasing degree. This tendency is particularly striking in the geosciences, because many processes occurring in and on the Earth result in time dependences and spatial patterns that have a fractal character. The contributions in this volume arose from the "3rd International Symposium on Fractals and Dynamic Systems in Geosciences", held at Stara Lesna, Slovakia in June, 1997. The volume contains new ideas and applications of fractal geometry in such diverse branches of geoscience as engineering geology, the physics of the lithosphere (including faulting, seismicity, and fluid flow), and climate behavior.

Table of Contents

Preface 485(2)
T. G. Blenkinsop
J. H. Kruhl
M. Kupkova
Appolonian Packing and Fractal Shape of Grains Improving Geomechanical Properties in Engineering Geology
487(18)
C. A. Hecht
Fractal Characterization of Particle Size Distributions in Chromitites from the Great Dyke, Zimbabwe
505(18)
T. G. Blenkinsop
T. R. C. Fernandes
Dynamics and Scaling Characteristics of Shear Crack Propagation
523(16)
V. V. Silberschmidt
Fractal Approach of Structuring by Fragmentation
539(20)
C. Suteanu
D. Zugravescu
F. Munteanu
Micromorphic Continuum and Fractal Fracturing in the Lithosphere
559(16)
H. Nagahama
R. Teisseyre
Spatial Distribution of Aftershocks and the Fractal Structure of Active Fault Systems
575(14)
K. Nanjo
H. Nagahama
Scale-invariance Properties in Seismicity of Southern Apennine Chain (Italy)
589(14)
V. Lapenna
M. Macchiato
S. Piscitelli
L. Telesca
Variation of Permeability with Porosity in Sandstone Diagenesis Interpreted with a Fractal Pore Space Model
603(18)
H. Pape
C. Clauser
J. Iffland
Slow Two-phase Flow in Single Fractures: Fragmentation, Migration, and Fractal Patterns Simulated Using Invasion Percolation Models
621(16)
G. Wagner
H. Amundsen
U. Oxaal
P. Meakin
J. Feder
T. Jossang
Dynamic Model of the Infiltration Metasomatic Zonation
637(16)
V. L. Rusinov
V. V. Zhukov
Wavelet Analysis of Nonstationary and Chaotic Time Series with an Application to the Climate Change Problem
653
D. M. Sonechkin
N. M. Datsenko

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