2013
DOI: 10.1117/12.2007009
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Evaluation of 3D-2D registration methods for registration of 3D-DSA and 2D-DSA cerebral images

Abstract: Recent C-arm systems used for endovascular image-guided interventions enable the acquisition of three-dimensional (3D) and dynamic two-dimensional (2D+t) images in the same interventional suite. The 3D images are used to observe the vascular morphology while the 2D+t images show the current state of the intervention. By spatial alignment of 3D and 2D+t images one can facilitate the endovascular interventions, e.g. by displaying the intra-interventional tools and contrast-agent flow in the augmented 3D+t images… Show more

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Cited by 1 publication
(2 citation statements)
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“…We show on these datasets that machine-based registration relying solely on DICOM-accessible C-arm parameters leads to a rather poor alignment of 3D and 2D images. Based on our previous work, 39 we propose to improve the machine-based registration by performing C-arm calibration simultaneously with intrinsic image-based 3D-2D registration. We hypothesize that by carefully addressing the problem of large initial alignment errors this approach may lead to more accurate and robust alignment of 3D and 2D images.…”
Section: C Contributionsmentioning
confidence: 99%
See 1 more Smart Citation
“…We show on these datasets that machine-based registration relying solely on DICOM-accessible C-arm parameters leads to a rather poor alignment of 3D and 2D images. Based on our previous work, 39 we propose to improve the machine-based registration by performing C-arm calibration simultaneously with intrinsic image-based 3D-2D registration. We hypothesize that by carefully addressing the problem of large initial alignment errors this approach may lead to more accurate and robust alignment of 3D and 2D images.…”
Section: C Contributionsmentioning
confidence: 99%
“…The quality of 3D-2D registration visualized by overlapping the 3D image projected onto 2D and the live 2D image is much less affected by rotations and out-of-plane translation errors than by in-plane translations errors. 11,12,39 The in-plane translations are determined for each view P WP by projecting translations t x ,t y ,t z in S W onto the axes of S D (Fig. 1); then, the obtained 3-vector (t u ,t v ,t w ) consists of the in-plane (t u ,t v ) and out-ofplane t w translations.…”
Section: A2 Template Matchingmentioning
confidence: 99%