Results 91 to 100 of about 21,626 (312)
Scale invariance in percolation theory and fractals
The properties of the similarity transformation in percolation theory in the complex plane of the percolation probability are studied. It is shown that the percolation problem on a two-dimensional square lattice reduces to the Mandelbrot transformation, leading to a fractal behavior of the percolation probability in the complex plane.
Entin, M. V., Entin, G. M.
openaire +2 more sources
Application of Fractal Theory to Geotechnical Engineering
Fractal theory has been established for more than 20 years. Taking the fractal theory into solving geotechnical engineering problems has been gradually perfected. This paper concludes several common methods within the fractal theory research.
Ye Ning, Bo Liu
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A nonlinear kinetic model was developed and successfully implemented, which describes the degradation of the protein C‐phycocyanin depending on temperature and pH value. C‐phycocyanin had been extracted from two different cyanobacteria. In addition to protein degradation, the fading of the typical blue color of this protein was included in the model ...
Martina Kießling +5 more
wiley +1 more source
Energy-optimal steering of transitions through a fractal basin boundary. [PDF]
We study fluctuational transitions in a discrete dy- namical system having two co-existing attractors in phase space, separated by a fractal basin boundary. It is shown that transitions occur via a unique ac- cessible point on the boundary.
Luchinsky, D. G. +3 more
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Can the fractal dimension of fluctuations in population size be used to estimate extinction risk? The problem with estimating this fractal dimension is that the lengths of the time series are usually too short for conclusive results.
LUIS GARMENDIA +5 more
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An Analytical Design Model of a Vacuum Pressure Swing Adsorption Process for Biogas Upgrading
A steady‐state model was developed for a vacuum pressure swing adsorption (VPSA) process comprising adsorption, depressurization, and evacuation steps. The resulting analytical plant design model provides the optimal adsorber height required to achieve a target product purity with maximum bed utilization.
Thomas Welter +3 more
wiley +1 more source
STUDY ON CONTACT STRESS OF BEVELOID GEAR BASED ON FRACTAL THEORY
In order to more accurately reflect the real contact stress on the tooth surface of beveloid gear, this paper constructs the tooth surface contact coefficient of beveloid gear, and verifies its rationality.
LIU YongPing +5 more
doaj
Random Variables and Stable Distributions on Fractal Cantor Sets
In this paper, we introduce the concept of fractal random variables and their related distribution functions and statistical properties. Fractal calculus is a generalisation of standard calculus which includes function with fractal support.
Alireza Khalili Golmankhaneh +1 more
doaj +1 more source
Analyzing urban sprawl patterns through fractal geometry: the case of Istanbul metropolitan area
Over the last decade, there has been a rapid increase in the amount of literature on the measurement of urban sprawl. Density gradients, sprawl indexes which are based on a series of measurable indicators and certain simulation techniques are some ...
Terzi, F., Kaya, H.S.
core
An investigation into Quadtree fractal image and video compression [PDF]
Digital imaging is the representation of drawings, photographs and pictures in a format that can be displayed and manipulated using a conventional computer.
Halliwell, James
core

