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SegAnIm: Segmentation and model based analysis of images of microstructures

Project Topic

Development of new, model based methods for segmentation and analysis of large 3d images of microstructures.

Project Description

Currently, in materials science there is a strong tendency towards highly proprous and complex structures on smaller and smaller scales. At the same time, new imaging techniques provide larger and larger 3d image data at increasing resolutions. This development causes new demands on segmentation and analysis of such micro structures.

3d images of microstructures are of interest in various fields of application, e.g. for quantitative structural analysis of materials, for assessing materials properties or to get new insight into production processes, but also in biology or medicine, e.g. in order to distinguish between healthy and diseased tissue.

The analysis of new materials like highly porous foams or high performance ceramics causes various problems. In this project, the following very urgent problems (from the application point of view) are addressed:

Segmentation of volume images

The concept segmentation is used for two tasks -- finding the phase or image segment of interest in a grey value image and identifying connected objects or regions. Segmentation is crucial in image processing, as most analysis methods work on segmented images, only. However, segmentation is an ill-posed-problem, and often segmentation results are validated just visually. This causes particular problems in dimensions higher than two, where visual inspection can be misleading. Moreover, segemtation methods for higher dimensional image data have to be very efficient due to the amount of data. Work in this project concentrates on
  • efficient smoothing and segmentation of volume images of complex structures
  • segmentation of fibre and edge systems based on locally adaptive anisotropic filtering and orientation analysis

Analysis of random networks

The skeletons of the strut system of open foams as well as fibre systems can be modeled as random networks. Integral geometric methods yield geometric characteristics for both the skeleton and the original structure. The results depend on the structure, the skeletonisation applied, as well as image resolution. A systematic investigation is needed to find out which analysis method should be prefered under which requirements.

Models and model fitting for cellular structures

Geometric models for cellular structures are needed because of a lack of 3d images due to insufficient resolution (e.g. for ceramics) and in order to systematically study the relations between structural and macroscopic materials properties (e.g. for foams). Random tessellations are a well suited class of models. However, model fitting is a difficult and tedious task as most realistic models can not be described analytically.

Project Members

Project Chair

Participating Research Groups

  • Sect. Models and Algorithms in Image Processing, Fraunhofer Institute for Industrial Mathematics (ITWM)
  • Image Understanding and Pattern Recognition Group, Department of Computer Science
  • Applied Mathematical Statistics Group, Department of Mathematics

Scientific Personnel

  • Oliver Wirjadi (Sect. Models and Algorithms in Image Processing and Image Understanding and Pattern Recognition Group)
  • Dr. Claudia Lautensack (currently Chalmers Teknikska Högskola)
  • Tetyana Sych (Sect. Models and Algorithms in Image Processing and Applied Mathematical Statistics Group)

External Cooperation

  • Dr. Aila Särkkä, Chalmers Teknikska Högskola, Göteborg

Project Events and Achievements

  • Project start date: November 1st, 2005
  • Project end date: December 31st, 2007

Workshops

  • Workshop 3d Image Analysis and Modeling of Microstructures, 25/26 April 2007, Fraunhofer ITWM

Project Publications

An Optimal Non-Orthogonal Separation of the Anisotropic Gaussian Convolution Filter

Christoph H. Lampert, Oliver Wirjadi. In: IEEE Trans. Image Processing. Volume 15, Number 11, P. 3501--3513, November, 2006

Measurement of intrinsic volumes of sets observed on lattices

Katja Schladitz, J. Ohser, W. Nagel. In: A. Kuba and L. G. Nyul and K. Palagyi ed., 13th International Conference on Discrete Geometry for Computer Imagery, Szeged, Hungary. LNCS DGCI, Springer, P. 247--258, 2006

Modeling the microstructure of sintered copper

Claudia Lautensack, Katja Schladitz, Aila Särkkä. In: Proceedings of the 6th International Conference on Stereology, Spatial Statistics and Stochastic Geometry, Prague. 2006

Automated Feature Selection for the Classification of Meningioma Cell Nuclei

Oliver Wirjadi, Thomas M. Breuel, W. Feiden, Yoo-Jin Kim. In: Bildverarbeitung für die Medizin. Informatik aktuell, Springer, P. 76--80, 2006

3d image analysis of open foams using random tessellations

Claudia Lautensack, T. Sych. In: Image Analysis and Stereology. Volume 25, P. 87--93, 2006

r3 - 02 May 2007 - NicoleRauch

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