DocumentCode
2004302
Title
Research on model correction based on scattered point cloud data surface reconstruction
Author
Hui Li ; Xiuli Ma ; Jinbo Li ; Yanan Wang
Author_Institution
Sch. of Commun. & Inf. Eng., Shanghai Univ., Shanghai, China
fYear
2011
fDate
14-16 Nov. 2011
Firstpage
97
Lastpage
101
Abstract
Surface reconstruction based on point cloud data has been extensively studied. In this paper, the original data has a lot of noise and without normal vector information, so we use Poisson surface reconstruction algorithm to create 3D heart model, which has good robustness for noisy and irregular point cloud data. Then correct the shape by removing or adding points from the model surface to perfect the heart model, and reconstruct the new model by Power Crust algorithm based on the correctional surface point cloud data with normal vector, which is quick, accurate and efficient and very suitable for fast model correction. The results not only accurately display the spatial relationship of the heart, but also can be discretionary scaling and rotation in 3D space. The visual 3D graphical structures of the reconstructed heart model can display diseases (cardiopathy & arrhythmia) and enable catheter navigation in real time, which can help doctors to detect and diagnose diseases effectively, and improve the accuracy and security of medical diagnosis.
Keywords
cardiology; catheters; image reconstruction; medical image processing; 3D heart model; 3D space; Poisson surface reconstruction algorithm; catheter navigation; correctional surface point cloud data; irregular point cloud data; medical diagnosis; power crust algorithm; reconstructed heart model; scattered point cloud data surface reconstruction; visual 3D graphical structures; Model Correction; Scattered Point Cloud; Surface Reconstruction;
fLanguage
English
Publisher
iet
Conference_Titel
Wireless Mobile and Computing (CCWMC 2011), IET International Communication Conference on
Conference_Location
Shanghai
Type
conf
DOI
10.1049/cp.2011.0855
Filename
6194812
Link To Document