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一种使用几何边缘斜率的有理化近似来测量预采样调制传递函数的方法

[A method of measuring presampled modulation transfer function using a rationalized approximation of geometrical edge slope].

作者信息

Honda Michitaka

出版信息

Nihon Hoshasen Gijutsu Gakkai Zasshi. 2014 Apr;70(4):346-58. doi: 10.6009/jjrt.2014_jsrt_70.4.346.

Abstract

Several improvements were implemented in the edge method of presampled modulation transfer function measurements (MTFs). The estimation technique for edge angle was newly developed by applying an algorithm for principal components analysis. The error in the estimation was statistically confirmed to be less than 0.01 even in the presence of quantum noise. Secondly, the geometrical edge slope was approximated using a rationalized number, making it possible to obtain an oversampled edge response function (ESF) with equal intervals. Thirdly, the final MTFs were estimated using the average of multiple MTFs calculated for local areas. This averaging operation eliminates the errors caused by the rationalized approximation. Computer-simulated images were used to evaluate the accuracy of our method. The relative error between the estimated MTF and the theoretical MTF at the Nyquist frequency was less than 0.5% when the MTF was expressed as a sinc function. For MTFs representing an indirect detector and phase-contrast detector, good agreement was also observed for the estimated MTFs for each. The high accuracy of the MTF estimation was also confirmed, even for edge angles of around 10 degrees, which suggests the potential for simplification of the measurement conditions. The proposed method could be incorporated into an automated measurement technique using a software application.

摘要

预采样调制传递函数测量(MTF)的边缘法实施了多项改进。通过应用主成分分析算法新开发了边缘角度估计技术。经统计确认,即使存在量子噪声,估计误差也小于0.01。其次,使用有理数近似几何边缘斜率,从而能够获得等间隔的过采样边缘响应函数(ESF)。第三,使用针对局部区域计算的多个MTF的平均值来估计最终的MTF。这种平均操作消除了由有理化近似引起的误差。使用计算机模拟图像评估我们方法的准确性。当MTF表示为正弦函数时,在奈奎斯特频率下估计的MTF与理论MTF之间的相对误差小于0.5%。对于代表间接探测器和相衬探测器的MTF,每个估计的MTF也观察到了良好的一致性。即使对于约10度的边缘角度,也证实了MTF估计的高精度,这表明测量条件有简化的潜力。所提出的方法可以纳入使用软件应用程序的自动测量技术中。

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