ED-cPSD: Fast Phase-Size Distribution Via Sequential Erosion-Dilation

17 Pages Posted: 22 Apr 2025 Last revised: 22 Apr 2025

See all articles by Andre Adam

Andre Adam

University of Kansas

Huazhen Fang

University of Kansas

Yang Guang

Government of the United States of America - Oak Ridge National Laboratory

Xianglin Li

affiliation not provided to SSRN

Abstract

ED-cPSD is an application for calculating continuous pore and particle-size distribution from digital reconstructions and/or image-based structural data. It is based on the erosion-dilation continuous phase-size distribution method, hence ED-cPSD. A continuous size distribution is a measure of the probability density of finding a particle or pore of a certain size. These distributions are of interest in any field of study involving porous media, including but not limited to electrochemistry, petroleum engineering, geology, and food science. The algorithm behind the software provides a computationally efficient way to calculate phase-size distributions for large domains (>10^9 voxels) in regular office computers in a matter of minutes, while also retaining flexibility and computational efficiency for HPC-scale multi-threading. The algorithm is roughly 280 times faster than a previous version on the same task.

Keywords: Phase-size distribution, Erosion-Dilation, Microstructure, Characterization

Suggested Citation

Adam, Andre and Fang, Huazhen and Guang, Yang and Li, Xianglin, ED-cPSD: Fast Phase-Size Distribution Via Sequential Erosion-Dilation. Available at SSRN: https://ssrn.com/abstract=5225606 or http://dx.doi.org/10.2139/ssrn.5225606

Andre Adam (Contact Author)

University of Kansas ( email )

1415
Lawrence, KS 66045
United States

Huazhen Fang

University of Kansas ( email )

Yang Guang

Government of the United States of America - Oak Ridge National Laboratory ( email )

1 Bethel Valley Road, P.O. Box 2008, Mail Stop 608
Room B-106, Building 5700
Oak Ridge, TN 37831
United States

Xianglin Li

affiliation not provided to SSRN ( email )

No Address Available

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