Department of Mechanical Engineering, Faculty of Engineering, University of Alberta, Edmonton, AB, Canada T6G 1C9.
Dentomaxillofac Radiol. 2013;42(7):20130035. doi: 10.1259/dmfr.20130035. Epub 2013 May 2.
The purpose of this study is to minimize errors that occur when using a four vs six landmark superimpositioning method in the cranial base to define the co-ordinate system. Cone beam CT volumetric data from ten patients were used for this study. Co-ordinate system transformations were performed. A co-ordinate system was constructed using two planes defined by four anatomical landmarks located by an orthodontist. A second co-ordinate system was constructed using four anatomical landmarks that are corrected using a numerical optimization algorithm for any landmark location operator error using information from six landmarks. The optimization algorithm minimizes the relative distance and angle between the known fixed points in the two images to find the correction. Measurement errors and co-ordinates in all axes were obtained for each co-ordinate system. Significant improvement is observed after using the landmark correction algorithm to position the final co-ordinate system. The errors found in a previous study are significantly reduced. Errors found were between 1 mm and 2 mm. When analysing real patient data, it was found that the 6-point correction algorithm reduced errors between images and increased intrapoint reliability. A novel method of optimizing the overlay of three-dimensional images using a 6-point correction algorithm was introduced and examined. This method demonstrated greater reliability and reproducibility than the previous 4-point correction algorithm.
本研究的目的是尽量减少在颅底使用四点与六点重叠叠加方法定义坐标系时出现的误差。本研究使用了十名患者的锥形束 CT 容积数据。进行了坐标系统变换。使用由正畸医生定位的四个解剖标志定义的两个平面构建了一个坐标系。使用四个解剖标志构建了第二个坐标系,该坐标系使用数值优化算法根据六个标志的信息对任何标志位置运算符误差进行校正。优化算法通过找到校正来最小化两个图像中已知固定点之间的相对距离和角度。为每个坐标系获得了所有轴上的测量误差和坐标。使用标志校正算法定位最终坐标系后,观察到显著的改进。之前研究中发现的误差显著降低。发现的误差在 1 毫米到 2 毫米之间。在分析真实患者数据时,发现 6 点校正算法减少了图像之间的误差并提高了内点可靠性。引入并检查了一种使用 6 点校正算法优化三维图像叠加的新方法。与之前的 4 点校正算法相比,该方法具有更高的可靠性和可重复性。