Scale-Dependent Subsurface Dispersion: A Fractal-Based Stochastic Model-Reference-Cited by-同舟云学术

Scale-Dependent Subsurface Dispersion: A Fractal-Based Stochastic Model

Published:2001-01 Issue:1 Volume:6 Page:34-42
ISSN:1084-0699
Container-title:Journal of Hydrologic Engineering
language:en
Short-container-title:J. Hydrol. Eng.

Author:

Ndumu Alberto S.¹²³,Addison Paul S.¹²³

Affiliation:

1. Associate Member, ASCE

2. Res. Asst., Civ. and Transp. Engrg., Napier Univ., Merchiston Campus, 10 Colinton Rd., Edinburgh EH10 5DT, Scotland, U.K. E-mail: a.ndumu@napier.ac.uk

3. Sr. Lect., Civ. and Transp. Engrg., Napier Univ., Merchiston Campus, 10 Colinton Rd., Edinburgh EH10 5DT, Scotland, U.K. E-mail: p.addison@napier.ac.uk

Publisher

American Society of Civil Engineers (ASCE)

Subject

General Environmental Science,Water Science and Technology,Civil and Structural Engineering,Environmental Chemistry

Link

http://ascelibrary.org/doi/pdf/10.1061/%28ASCE%291084-0699%282001%296%3A1%2834%29

Reference37 articles.

1. Ababou R. and Gelhar L. W. ( 1990). “Self-similar randomness and spectral conditioning: Analysis of scale effects in subsurface hydrology.” Dynamics of fluids in hierarchical porous media J. H. Cushman ed. Academic San Diego.

2. A method for modelling dispersion dynamics in coastal waters using fractional Brownian motion

3. Addison P. S. ( 1997). Fractals and chaos: An illustrated course Institute of Physics Publishing Bristol U.K.

4. Fractal Cracking of Concrete: Parameterization of Spatial Diffusion

5. Addison P. S. and Ndumu A. S. ( 1999). “Engineering applications of fractional Brownian motion: Self-affine and Self-similar random processes.” Fractals: An interdisciplinary journal on the complex geometry of nature 7(2) 151–157.

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