volume 11, issue 5, P2436 2021
DOI: 10.3390/app11052436
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Tomasz Blachowicz, Krzysztof Domino, Michał Koruszowic, Jacek Grzybowski, Tobias Böhm, Andrea Ehrmann

Abstract: Two-dimensional structures, either periodic or random, can be classified by diverse mathematical methods. Quantitative descriptions of such surfaces, however, are scarce since bijective definitions must be found to measure unique dependency between described structures and the chosen quantitative parameters. To solve this problem, we use statistical analysis of periodic fibrous structures by Hurst exponent distributions. Although such a Hurst exponent approach was suggested some years ago, the quantitative ana…

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