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神经导航术中的位置和方向误差:使用颅腔模型的逐步方案。

Position and Orientation Errors in a Neuronavigation Procedure: A Stepwise Protocol Using a Cranial Phantom.

机构信息

Department of Neurosurgery, Hospital de Santa Maria, CHLN, Lisbon, Portugal.

IDMEC/LAETA, Instituto Superior Técnico, Universidade de Lisboa, Lisbon, Portugal.

出版信息

World Neurosurg. 2019 Jun;126:e342-e350. doi: 10.1016/j.wneu.2019.02.052. Epub 2019 Feb 26.

Abstract

OBJECTIVE

Neuronavigation procedures demand high precision and accuracy. Despite this need, there are still few studies analyzing errors in such procedures. The aim of this study was to use a custom-built cranial phantom to measure target position and orientation errors in different phases of a simulated neuronavigation procedure.

METHODS

A cranial phantom with 10 target sites was designed and imaged with computed tomography and magnetic resonance. A segmentation of a cloud of points of the phantom (ground truth) was obtained using an optical tracking system and compared with the images (imaging phase). Targets and trajectories were then planned with neuronavigation software and compared with the ground truth (planning phase). The same plan was used to identify the points in real space after image-to-phantom registration and calculate the final error of the procedure by comparison with the ground truth (registration and execution phase).

RESULTS

The mean errors after the imaging phase were 1.11 ± 0.42 mm and 3.23° ± 1.69° for position and orientation, respectively. After planning the mean errors were 1.10 ± 0.39 mm and 5.55° ± 2.91°. The global errors after the registration and mechanical execution were 3.93 ± 1.70 mm and 3.65° ± 1.29°.

CONCLUSIONS

After a stepwise analysis, registration and mechanical execution were the main contributors to the global position error.

摘要

目的

神经导航程序需要高精度和准确性。尽管有此需求,但仍很少有研究分析此类程序中的误差。本研究旨在使用定制的颅骨模型测量模拟神经导航程序不同阶段的目标位置和方向误差。

方法

设计了一个具有 10 个目标位置的颅骨模型,并使用计算机断层扫描和磁共振成像对其进行成像。使用光学跟踪系统获得颅骨模型点云的分割(真实值),并与图像进行比较(成像阶段)。然后使用神经导航软件规划目标和轨迹,并与真实值进行比较(规划阶段)。在图像到颅骨配准后,使用相同的计划来识别真实空间中的点,并通过与真实值进行比较来计算程序的最终误差(配准和执行阶段)。

结果

成像阶段后的平均位置误差为 1.11 ± 0.42mm,方向误差为 3.23° ± 1.69°。规划后平均位置误差为 1.10 ± 0.39mm,方向误差为 5.55° ± 2.91°。配准和机械执行后的全局误差为 3.93 ± 1.70mm,方向误差为 3.65° ± 1.29°。

结论

经过逐步分析,配准和机械执行是导致全局位置误差的主要因素。

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