AUTOMATIC SEGMENTATION AND STRUCTURAL CHARACTERIZATION OF LOW DENSITY FIBREBOARDS

Authors

  • Jérôme Lux Laboratoire des Sciences de l'Ingénieur pour l'Environnement (LaSIE) Université de La Rochelle

DOI:

https://doi.org/10.5566/ias.v32.p13-25

Keywords:

3D image processing, composite fibreboards, hemp fibres, image segmentation, medial axis

Abstract

In this paper, a new skeleton-based algorithm for the segmentation of individual fibres in 3D tomographic images is described. The proposed method is designed to deal with low density materials featuring fibres with varied sizes, shapes and tortuosities, like composite fibreboards used for buildings insulation. To this end the paths of the skeleton are first classified according to their connectivity, the connectivity of their adjacent nodes, their orientation, their average radius and the variation of the distance transform along each path. This allows for the identification of spurious paths and paths linking two fibres. Reconstruction of the path of the fibres is done thanks to an optimal pairing algorithm which joins paths that show the most similar orientation and radius at each node/link. The segmented skeleton is finally dilated by means of a growing algorithm ordonned by the average radius of the fibres in order to reconstruct each identified fibres. As an application, the algorithm is used to segment a 3D tomographic image of hemp/polymer fibreboard for buildings insulation. Information such as the number of contacts, tortuosity, length, average radius, orientation of fibres are finally measured on both the segmented skeleton and reconstructed image, which allow for a thorough characterization of the fibre network.

References

Altendorf H, Jeulin D (2009). 3d directional mathematical morphology for analysis of fiber orientations. Image Analysis Stereology 10:143--53.

Bache-Wiig J, Henden P (2005). Individual fiber segmentation of three-dimensional microtomograms of paper and fiber-reinforced composite materials. Master's thesis, Norwegian University of Science and Technology.

Creighton C, Sutcliffe M, Clyne T (1999). The effect of processing on fibre alignment and compressive strength of carbon fibre - epoxy composites. In: Proceedings of the {ICCM}-12, {P}aris. {CD}-{ROM}.

Eberhardt CN, Clarke AR (2002). Automated reconstruction of curvilinear fibres from 3d datasets acquired by x-ray microtomography. Journal of Microscopy 206:41--53.

Liang Z, Ioannidis M, Chatzis I (2000). Geometric and topological analysis of three-dimensional porous media: pore space partitioning based on morphological skeletonization. Journal of Colloid and Interface Science 221:13--24.

Lux J (2005). Comportement thermique macroscopique de milieux fibreux réels anisotropes : étude basée sur l'analyse d'images tridimensionnelles. Ph.D. thesis, Universit'e Bordeaux 1.

Lux J, Delisée C, Thibault X (2006). 3d characterization of wood based fibrous materials: An application. Image Analysis and Stereology 25:25--35.

Malmberg F, Lindblad J, Õstlund C, Almgren K, Gamstedt E (2011). Measurement of fibre-fibre contact in three-dimensional images of fibrous materials obtained from x-ray synchrotron microtomography. Nuclear Instruments and Methods in Physics Research Section A Accelerators Spectrometers Detectors and Associated Equipment 637:143 -- 148.

O{}ren PE, Bakke S (2002). Process based reconstruction of sandstones and prediction of transport properties. Transport in Porous Media 46:311--43.

Palágyi K, Kuba A (1998). A 3d 6-subiteration thinning algorithm for extracting medial lines. Pattern Recognition Letters 19:613--27.

Prodanovi'c{} M, Lindquist W, Seright R (2006). Porous structure and fluid partitioning in polyethylene cores from 3d x-ray microtomographic imaging. Journal of Colloid and Interface Science 298:282--97.

Serino L, Arcelli C, Sanniti Di~Baja G (2011). On the computation of the <3, 4, 5> curve skeleton of 3d objects. Pattern Recognition Letters 32:1406--14. Cited By (since 1996) 0.

Svensson S, di~Baja GS (2003). Simplifying curve skeletons in volume images. Computer Vision and Image Understanding 90:242 -- 257.

Tan J, Elliott J, Clyne T (2006). Analysis of tomography images of bonded fibre networks to measure distributions of fibre segment length and fibre orientation. Advanced Engineering Materials 8:495--500.

Tessmann M, Mohr S, Gayetskyy S, Hassler U, Hanke R, Greiner G (2010). Automatic determination of fiber-length distribution in composite material using 3d ct data. EURASIP J Adv Signal Process 2010:1:1--:9.

Walther T, Terzi{'c} K, Donath T, Meine H, Beckmann F, Thoemen H (2006). Microstructural analysis of lignocellulosic fiber networks. In: Bonse U, ed., Developments in X-Ray Tomography V, vol. 6318. SPIE.

{Yang} H, {Lindquist} WB (2000).Three-dimensional image analysis of fibrous materials. In: {A.~G.~Tescher}, ed., Society of Photo-Optical Instrumentation Engineers (SPIE) Conference Series, vol. 4115 of emph{Society of Photo-Optical Instrumentation Engineers (SPIE) Conference Series}.

Downloads

Published

2013-03-19

How to Cite

Lux, J. (2013). AUTOMATIC SEGMENTATION AND STRUCTURAL CHARACTERIZATION OF LOW DENSITY FIBREBOARDS. Image Analysis and Stereology, 32(1), 13–25. https://doi.org/10.5566/ias.v32.p13-25

Issue

Section

Original Research Paper

Most read articles by the same author(s)