Mesh quality oriented 3D geometric vascular modeling based on parallel transport frame
Publication in refereed journal


引用次數
替代計量分析
.

其它資訊
摘要While a number of methods have been proposed to reconstruct geometrically and topologically accurate 3D vascular models from medical images, little attention has been paid to constantly maintain high mesh quality of these models during the reconstruction procedure, which is essential for many subsequent applications such as simulation-based surgical training and planning. We propose a set of methods to bridge this gap based on parallel transport frame. An improved bifurcation modeling method and two novel trifurcation modeling methods are developed based on 3D Bezier curve segments in order to ensure the continuous surface transition at furcations. In addition, a frame blending scheme is implemented to solve the twisting problem caused by frame mismatch of two successive furcations: A curvature based adaptive sampling scheme combined with a mesh quality guided frame tilting algorithm is developed to construct an evenly distributed, non-concave and self-intersection free surface mesh for vessels with distinct radius and high curvature. Extensive experiments demonstrate that our methodology can generate vascular models with better mesh quality than previous methods in terms of surface mesh quality criteria. (c) 2013 Elsevier Ltd. All rights reserved.
著者Guo JX, Li S, Chui YP, Qin J, Heng PA
期刊名稱Computers in Biology and Medicine
詳細描述To ORKTS: Keywords:
4. Bifurcation and trifuraction
5. Non-concave and self-intersection free mesh
出版年份2013
月份8
日期1
卷號43
期次7
出版社PERGAMON-ELSEVIER SCIENCE LTD
頁次879 - 888
國際標準期刊號0010-4825
電子國際標準期刊號1879-0534
語言英式英語
關鍵詞Bifurcation and trifurcation; Geometric vascular modeling; Mesh quality; Non-concave and self-intersection free mesh; Parallel transport frame
Web of Science 學科類別Biology; BIOLOGY; Computer Science; Computer Science, Interdisciplinary Applications; COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS; Engineering; Engineering, Biomedical; ENGINEERING, BIOMEDICAL; Life Sciences & Biomedicine - Other Topics; Mathematical & Computational Biology; MATHEMATICAL & COMPUTATIONAL BIOLOGY

上次更新時間 2020-27-10 於 00:40