Fractal Dimension Analysis of Three-Point Bending Concrete Test Specimens
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Sobek, Jakub
Frantík, Petr
Trčka, Tomáš
Lehký, David
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EDP Sciences
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The paper deals with the analysis of the fractal dimension of fracture surfaces of concrete specimens tested in a three-point bending configuration. Fifteen representative specimens were chosen out of a bigger set for the fractal dimension analysis. Their fracture surfaces were scanned by 2D optical profilometry and analysed by the FracDiM software created in the Java programming language. The resulting values of fractal dimensions for specimens of three different sizes are presented.
The paper deals with the analysis of the fractal dimension of fracture surfaces of concrete specimens tested in a three-point bending configuration. Fifteen representative specimens were chosen out of a bigger set for the fractal dimension analysis. Their fracture surfaces were scanned by 2D optical profilometry and analysed by the FracDiM software created in the Java programming language. The resulting values of fractal dimensions for specimens of three different sizes are presented.
The paper deals with the analysis of the fractal dimension of fracture surfaces of concrete specimens tested in a three-point bending configuration. Fifteen representative specimens were chosen out of a bigger set for the fractal dimension analysis. Their fracture surfaces were scanned by 2D optical profilometry and analysed by the FracDiM software created in the Java programming language. The resulting values of fractal dimensions for specimens of three different sizes are presented.
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MATEC web of conferences. 2020, vol. 323, p. 1-6.
https://www.matec-conferences.org/articles/matecconf/abs/2020/19/matecconf_amcm2020_01011/matecconf_amcm2020_01011.html
https://www.matec-conferences.org/articles/matecconf/abs/2020/19/matecconf_amcm2020_01011/matecconf_amcm2020_01011.html
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en
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Except where otherwised noted, this item's license is described as Creative Commons Attribution 4.0 International

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