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XIX Sympozjum Srodowiskowe PTZE - materialy.pdf

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<strong>XIX</strong> <strong>Sympozjum</strong> <strong>PTZE</strong>, Worliny 2009<br />

DYNAMIC MODEL BUILDING OF ANATOMICAL OBJECTS<br />

Iliana Marinova, Valentin Mateev<br />

Technical University of Sofia, Department of Electrical Apparatus,<br />

1756 Sofia, 8 Kliment Ohridski St., Bulgaria,<br />

e-mail: iliana@tu-sofia.bg, vmateev@tu-sofia.bg<br />

Abstract<br />

In this paper we develop a method for automatic 3D/4D model building. These models are suitable for<br />

electromagnetic field distribution investigations with Finite Element Method (FEM). Models are made by time<br />

sequence of mesh structures and specific electromagnetic material properties for each tissue type. Mesh is built<br />

according to specific FEM criteria for achieving good solution accuracy. Software tool employing the method is<br />

developed. The method is applied for part of cardiac muscle.<br />

Introduction<br />

New generation of diagnostic medical equipment can acquire rich data sets. This information<br />

must be processed for visualisation purposes and also may be very useful for forward and<br />

inverse calculations of diagnostic and therapy simulations. [1-5]<br />

In this paper we apply a method for automatic dynamic 3D/4D model building. These models<br />

are suitable for electromagnetic field distribution investigations with FEM. Models are made<br />

by time sequence of mesh structures and specific electromagnetic material properties for each<br />

tissue type. Mesh is built according to specific FEM criteria for achieving good solution<br />

accuracy. Software tool employing the method is developed.<br />

The method is applied for part of cardiac muscle.<br />

Model building<br />

3D models are built by sequence of 2D slices acquired by diagnostic ultrasound scan. Image<br />

segmentation is made semi-automatic, where operator must recognize and filter the tissue by<br />

its density. Some of used slices are shown in Fig.1-a. After that slices are arranged in 3D<br />

space, Fig.1-b.<br />

(a) (b)<br />

Fig. 1. Slices stack<br />

115

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