Department of Radiation Oncology, Brigham and Women's Hospital, Dana-Farber Cancer Institute, Harvard Medical School, Boston, Massachusetts 02115, USA.
Med Phys. 2011 Jun;38(6):3222-31. doi: 10.1118/1.3584197.
In-treatment fiducial tracking has recently received attention as a method for improving treatment accuracy, dose conformity, and sparing of healthy tissue. 3-D fiducial localization in arc-radiotherapy remains challenging due to the motion of targets and the complexity of arc deliveries. We propose a novel statistical method for estimating 3-D fiducial motion using limited 2-D megavoltage (MV) projections.
3-D fiducial motion was estimated by a maximum a posteriori (MAP) approach to integrating information of fiducial projections with prior knowledge of target motion. To obtain the imaging geometries, short sequences of MV projections were selected in which fiducials were continuously visible. The MAP algorithm estimated the 3-D motion by maximizing the probability of displacement of fiducials in the sequences. Prior knowledge of target motion from a large statistical sample was built into the model to enhance the accuracy of estimation. In the case that a motion prior was unavailable, the algorithm can be simplified to the maximum likelihood (ML) approach. To compare tracking performance, a multiprojection geometric method was also presented by extending the typical two-project ion geometric estimation approach. The algorithms were evaluated using clinical prostate motion traces, and the performance was measured in quality indices and statistical evaluation.
The results showed that the MAP method significantly outperforms the geometric method in all measures. In our simulations, the MAP method achieved an accuracy of less than 1 mm RMS error using only five continuous projections, whereas the geometric method required 15 projections to achieve a similar result.
The approach presented can accurately estimate tumor motion using a limited number of continuous projections. The MAP motion estimation is superior to both the ML and geometric estimation methods.
在治疗中使用基准跟踪最近引起了人们的关注,因为它可以提高治疗精度、剂量一致性和保护健康组织。由于目标的运动和弧形传递的复杂性,弧形放射治疗中的 3-D 基准定位仍然具有挑战性。我们提出了一种使用有限的二维兆伏(MV)投影来估计 3-D 基准运动的新统计方法。
通过最大后验(MAP)方法来估计 3-D 基准运动,该方法将基准投影的信息与目标运动的先验知识集成在一起。为了获得成像几何形状,选择了短序列的 MV 投影,其中基准连续可见。MAP 算法通过最大化序列中基准位移的概率来估计 3-D 运动。从大的统计样本中构建目标运动的先验知识,以提高估计的准确性。在没有运动先验的情况下,该算法可以简化为最大似然(ML)方法。为了比较跟踪性能,还提出了一种多投影几何方法,通过扩展典型的两投影几何估计方法来实现。使用临床前列腺运动轨迹对算法进行了评估,并使用质量指标和统计评估来测量性能。
结果表明,在所有指标中,MAP 方法都明显优于几何方法。在我们的模拟中,MAP 方法仅使用五个连续投影就可以达到小于 1 毫米 RMS 误差的精度,而几何方法需要 15 个投影才能达到类似的结果。
提出的方法可以使用有限数量的连续投影准确估计肿瘤运动。MAP 运动估计优于 ML 和几何估计方法。