Multifractal analysis of Earthquakes in Central Alborz, Iran; A phenomenological self-organized critical Model
M. Rahimi-Majd, T. Shirzad, M. N. Najafi

TL;DR
This study models earthquake activity in Central Alborz, Iran, using a self-organized critical model and multifractal analysis, revealing universal anti-correlated behaviors and links between activity and earthquake size.
Contribution
It introduces a phenomenological sandpile-like model incorporating regional observational data and analyzes multifractal properties under different external stimuli schemes.
Findings
Hurst exponent is below 0.5 in all cases, indicating anti-correlation.
More active stimulation sites lead to lower Hurst exponents.
The model links activity fields to geological features and earthquake probability zones.
Abstract
This paper is devoted to a phenomenological study of the earthquakes in central Alborz, Iran. Using three observational quantities, namely weight function, quality factor, and velocity model in this region, we develop a phenomenological dissipative sandpile-like model which captures the main features of the system, especially the average activity field over the region of study. The model is based on external stimuli, the location of which are chosen (\textbf{I}) randomly, (\textbf{II}) on the faults, (\textbf{III}) on the highly active points in the region. We analyze all these cases and show some universal behaviors of the system depending slightly on the method of external stimuli. The multi-fractal analysis is exploited to extract the spectrum of the Hurst exponent of time series obtained by each of these schemes. Although the average Hurst exponent depends on the method of stimuli…
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Taxonomy
TopicsComplex Systems and Time Series Analysis · Ecosystem dynamics and resilience · Theoretical and Computational Physics
