2012
DOI: 10.1117/12.910873
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Automated measurement of anterior and posterior acetabular sector angles

Abstract: In this paper, we propose a segmentation algorithm by which anatomical landmarks on the pelvis are extracted from computed tomography (CT) images. The landmarks are used to automatically define the anterior (AASA) and posterior acetabular sector angles (PASA) describing the degree of hip misalignment. The center of each femoral head is obtained by searching for the point at which most intensity gradient vectors defined at edge points intersect. The radius of each femoral head is computed by finding the sphere,… Show more

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Cited by 4 publications
(7 citation statements)
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“…as points that are clearly visible in the image and/or as points representing curvature extrema, terminal and centerline intersection points (Rohr, 2001). Well-defined landmarks simultaneously satisfy several of the above mentioned conditions and mark anatomically meaningful points (Lu et al, 2009, Proctor et al, 2010, Liu et al, 2010, Donner et al, 2013), object corners and centers (Ibragimov et al, 2012a), and evenly cover object boundaries (Stegmann et al, 2003, van Ginneken et al, 2006). In the present work, all types of landmarks were used, namely anatomically meaningful points (e.g.…”
Section: Discussionmentioning
confidence: 99%
“…as points that are clearly visible in the image and/or as points representing curvature extrema, terminal and centerline intersection points (Rohr, 2001). Well-defined landmarks simultaneously satisfy several of the above mentioned conditions and mark anatomically meaningful points (Lu et al, 2009, Proctor et al, 2010, Liu et al, 2010, Donner et al, 2013), object corners and centers (Ibragimov et al, 2012a), and evenly cover object boundaries (Stegmann et al, 2003, van Ginneken et al, 2006). In the present work, all types of landmarks were used, namely anatomically meaningful points (e.g.…”
Section: Discussionmentioning
confidence: 99%
“…For this aim, we automatically detect the patient's head, which is used as a reference point for approximation of OAR positions. Following the geometry of the human head, we observe that the image gradients computed at skull boundaries are, in general, oriented toward the brain center, which allow us to apply the existing algorithm developed for detection of spherical structures, such as femoral heads . For every voxel boldx with gradient magnitude false|normal∇Ixfalse| above a certain threshold, indicating that voxel x may belong to skull surface, we compute both positiveIboldx and negative Iboldx gradient vectors.…”
Section: Methodsmentioning
confidence: 99%
“…Following the geometry of the human head, we observe that the image gradients computed at skull boundaries are, in general, oriented toward the brain center, which allow us to apply the existing algorithm developed for detection of spherical structures, such as femoral heads. 55 For every voxel x with gradient magnitude jrI x j above a certain threshold, indicating that voxel x may belong to skull surface, we compute both positiverI x and negative ÀrI x gradient vectors. A high number of these gradient vectors intersect around the center of the skull, as a high number of gradients rI x and ÀrI x are oriented toward the head center ( Fig.…”
Section: B Detection Of Organs-at-risksmentioning
confidence: 99%
“…Although PV is a highly flexible object with no predefined shape, its anatomy, thickness and local tubularity can be used to distinguish PV from the surrounding structures with similar appearance. We detected the PV centerline from CNN-based enhancement by modifying the algorithm for vertebral body [42], femoral head [43] and human brain detection [49]. The resulting framework was successfully validated on a database of CT images of patients who underwent liver SBRT.…”
Section: Discussionmentioning
confidence: 99%
“…We adopt the algorithm for center and centerline detection of anatomical structures that can be approximated with solids of revolution, e.g. vertebral bodies [42] and femoral heads [43]. Being a composition of tubular structures, a ray initialized at a PV surface point y and oriented according to the surface normal g y will meet another surface point z with normal g z oriented in the opposite direction | g y ∙ g z | ≈ −1 (Fig.…”
Section: Methodsmentioning
confidence: 99%