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CALIBRATION OF THE MAGNETIC TRACKER FOR ACQUISITION OF 3D IMAGES TO GUIDE NEUROSURGERIES

机译:磁跟踪仪的校准,用于采集3D图像以指导神经外科手术

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This work is about the calibration of the magnetic tracker MiniBird™ used to register spatial positions. This calibration is a procedure done necessarily to obtain important points for the execution of Computer Assisted Neuro-Surgery using 3D Images (CANS); as well as the reconstruction of three-dimensional objects inside a Virtual Reality environment. Following the calibration, the movements acquired by the sensor are tracked by the computer in Real time. The inferior tip point of the probe is calculated as the work point. We calculate the calibration matrix as the coordinates of each point corresponding with the coordinates of the magnetic tracker. Obtaining the inferior tip point of the calibration probe requires the calculation of a transformed homogeneous matrix. We researched two minimization methods: (1) The algorithm of Levenberg-Marquardt and (2) The algorithm of Singular Value Decomposition (SVD). The SVD method was chosen because the SVD has a smaller error than Levenberg-Marquardt algorithm when used with a high number of input samples. The calibration software was installed as a plug-in inside the Neuro-Navigator surgical Software.
机译:这项工作是关于用于记录空间位置的磁跟踪仪MiniBird™的校准。该校准是为获得使用3D图像(CANS)进行计算机辅助神经外科手术的重要要点而必须完成的过程;以及在虚拟现实环境中重建三维对象。校准后,计算机实时跟踪传感器获取的运动。计算探针的下尖端作为工作点。我们将校准矩阵计算为与磁跟踪仪的坐标相对应的每个点的坐标。要获得校准探针的下尖端,需要计算转换后的均质矩阵。我们研究了两种最小化方法:(1)Levenberg-Marquardt算法和(2)奇异值分解(SVD)算法。选择SVD方法是因为与大量输入样本一起使用时,SVD的误差小于Levenberg-Marquardt算法。校准软件已作为插件安装在Neuro-Navigator外科软件内。

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