2005
DOI: 10.1016/j.medengphy.2005.10.005
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Application of soft tissue modelling to image-guided surgery

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Cited by 96 publications
(57 citation statements)
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“…While the technique is presently reliant on an initial registration estimate, the average capture range required for convergence ͑found to be 5.9 mm in translation and 5.2 deg in rotation͒ encompasses the accuracy obtained with point-based fiducial registration as typically practiced in the OR. The automated and computationally efficient ͑average execution time of 1 min͒ character of the approach makes it attractive for effective use of coregistered iUS in the OR for brain shift compensation, either as a stand-alone navigational aid [38][39][40] or in concert with other techniques ͑e.g., brain deformation modeling [41][42][43] ͒ for intraoperative image guidance. This scheme also holds promise for eliminating the reliance on more laborious fiducial-based registration.…”
Section: Discussionmentioning
confidence: 99%
“…While the technique is presently reliant on an initial registration estimate, the average capture range required for convergence ͑found to be 5.9 mm in translation and 5.2 deg in rotation͒ encompasses the accuracy obtained with point-based fiducial registration as typically practiced in the OR. The automated and computationally efficient ͑average execution time of 1 min͒ character of the approach makes it attractive for effective use of coregistered iUS in the OR for brain shift compensation, either as a stand-alone navigational aid [38][39][40] or in concert with other techniques ͑e.g., brain deformation modeling [41][42][43] ͒ for intraoperative image guidance. This scheme also holds promise for eliminating the reliance on more laborious fiducial-based registration.…”
Section: Discussionmentioning
confidence: 99%
“…The choice of linear tetrahedral elements allowed the computation of analytical integrands, facilitating the meshing of the structures [68] since a smaller number of elements is required to obtain a smooth surface. Some authors [55], [57] claim that hexahedral or higher order elements are needed to avoid locking effects and to permit the computation of large displacements, when modelling almost incompressible material.…”
Section: Discussionmentioning
confidence: 99%
“…For the Poisson's ratio, we have chosen a value of 0.45 for each brain tissue. Even if the human brain is expected to be more incompressible than that, it has been shown that the choice of an appropriate set of boundary conditions is more critical than the exact value of the material properties [68]. Using (2) and the values of the Poisson's ratio and the shear modulus stated above, we obtain a Young's modulus of 34.8 kPa for the white matter and 23.2 kPa for the grey matter.…”
Section: B Boundary Conditions and Mechanical Properties Of Brain Timentioning
confidence: 96%
“…fluid elastic models, allow for the assignment of different elasticity factors for different regions of an organ in order to model for instance a tumor. A technical elaborative survey about biomechanical modeling for image-guided surgery is given by Carter et al [11].…”
Section: Organ Shift and Tissue Deformationmentioning
confidence: 99%