Estimation of Intraoperative Brain Deformation
Estimation of Intraoperative Brain Deformation
复制标题
术中脑变形的估计
DOI:
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发表时间:
2012
期刊:
影响因子:
--
通讯作者:
K. Paulsen
中科院分区:
文献类型:
--
作者:
Songbai Ji;Xiaoyao Fan;A. Hartov;D. Roberts;K. Paulsen
Image-guided neuronavigation based on preoperative images has become the standard-of-care in many open cranial surgeries. The accuracy of patient registration between structures of interest in the operating room and preoperative images is essential for effective deployment of image-guidance. Brain shift is widely recognized as the single most important factor that degrades registration accuracy during surgery. Intraoperative imaging techniques are important to compensate for brain shift. However, they alone are either impractical for broad clinical acceptance due to high capital cost and intrusion on surgical workflow (e.g., intraoperative magnetic resonance) or insufficient to provide full-field image data for neuronavigation (e.g., intraoperative ultrasound, stereovision, and laser range scanning). Alternatively, biomechanical models are becoming increasingly attractive for estimating brain deformation intraoperatively because they offer whole-brain displacement fields from which to generate model-updated MR images for subsequent guidance, and are low in cost. Because parenchymal feature displacements derived from intraoperative images can be incorporated into model computation, brain deformation is estimated on a patient-specific basis and may allow sufficient accuracy in image-to-patient registration to be maintained throughout surgery. Apparently, the clinical feasibility of this technique for application in the OR depends on the performance of the modeling updates as well as the generation of feature displacements from intraoperative images. This chapter presents details on the important aspects of a computational scheme for estimating intraoperative whole-brain deformation to produce an updated MR image volume. Preliminary results using intraoperative fluorescence imaging for validation of model estimation are also described.
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影响因子:
1
作者:
K. Miller;A. Wittek;G. Joldes
通讯作者:
K. Miller;A. Wittek;G. Joldes
影响因子:
3.8
作者:
Cao, Aize;Thompson, R. C.;Miga, M. I.
通讯作者:
Miga, M. I.
影响因子:
3.1
作者:
Ji, Songbai;Ford, James C.;Greenwald, Richard M.;Beckwith, Jonathan G.;Paulsen, Keith D.;Flashman, Laura A.;McAllister, Thomas W.
通讯作者:
McAllister, Thomas W.
影响因子:
4.1
作者:
Valdés PA;Leblond F;Kim A;Harris BT;Wilson BC;Fan X;Tosteson TD;Hartov A;Ji S;Erkmen K;Simmons NE;Paulsen KD;Roberts DW
通讯作者:
Roberts DW
影响因子:
4.8
作者:
Roberts, DW;Hartov, A;Paulsen, KD
通讯作者:
Paulsen, KD