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An algorithm for stereotactic localization by computed tomography or magnetic resonance imaging.

机译:通过计算机断层扫描或磁共振成像进行立体定位的算法。

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摘要

Stereotactic localization of an intracranial lesion by computed tomography or magnetic resonance imaging requires the use of a head frame that is fixed to the skull of the patient. To such head frames are attached either N-shaped or V-shaped localization rods. Because of patient positioning, the transverse imaging slices may not be parallel to the frame base; a coordinate transformation algorithm that takes this possibility into consideration is crucial. Here we propose such an algorithm for a head frame with V-shaped localization rods. Our algorithm determines the transformation matrix between the image coordinate system of a transverse image and the frame coordinate system. The determining procedure has three steps: (a) calculation of the oblique angles of a transverse image relative to the head frame and calculation of the image magnification factor; (b) determination of the coordinates of four central markers in both coordinate systems; and (c) determination of the 3 x 3 transformation matrix by using the coordinates of the four markers. This algorithm is robust in principle and is useful for improving the accuracy of localization.
机译:通过计算机断层扫描或磁共振成像对颅内病变进行立体定向定位需要使用固定在患者颅骨上的头部框架。 N型或V型定位杆连接到此类头架。由于患者的位置,横向成像切片可能不平行于镜架;考虑这种可能性的坐标转换算法至关重要。在这里,我们为带有V形定位杆的头架提出了一种这样的算法。我们的算法确定了横向图像的图像坐标系与帧坐标系之间的变换矩阵。确定过程包括三个步骤:(a)计算横向图像相对于头部框架的倾斜角和图像放大倍数; (b)确定两个坐标系中四个中心标记的坐标; (c)通过使用四个标记的坐标确定3 x 3转换矩阵。该算法在原理上是鲁棒的,并且对于提高定位精度是有用的。

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