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首页> 外文期刊>IEEE Transactions on Biomedical Engineering >Techniques to Improve the Accuracy of Presampling MTF Measurement in Digital X-ray Imaging Based on Constrained Spline Regression
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Techniques to Improve the Accuracy of Presampling MTF Measurement in Digital X-ray Imaging Based on Constrained Spline Regression

机译:基于约束样条回归的数字X射线成像中预采样MTF测量精度的提高技术

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To develop an effective curve-fitting algorithm with a regularization term for measuring the modulation transfer function (MTF) of digital radiographic imaging systems, in comparison with representative prior methods, a C-spline regression technique based upon the monotonicity and convex/concave shape restrictions of the edge spread function (ESF) was proposed for ESF estimation in this study. Two types of oversampling techniques and following four curve-fitting algorithms including the C-spline regression technique were considered for ESF estimation. A simulated edge image with a known MTF was used for accuracy determination of algorithms. Experimental edge images from two digital radiography systems were used for statistical evaluation of each curve-fitting algorithm on MTF measurements uncertainties. The simulation results show that the C-spline regression algorithm obtained a minimum MTF measurement error (an average error of 0.12% ± 0.11% and 0.18% ± 0.17% corresponding to two types of oversampling techniques, respectively, up to the cutoff frequency) among all curve-fitting algorithms. In the case of experimental edge images, the C-spline regression algorithm obtained the best uncertainty performance of MTF measurement among four curve-fitting algorithms for both the Pixarray-100 digital specimen radiography system and Hologic full-field digital mammography system. Comparisons among MTF estimates using four curve-fitting algorithms revealed that the proposed C-spline regression technique outperformed other algorithms on MTF measurements accuracy and uncertainty performance.
机译:与代表性的现有方法相比,为了开发一种有效的带有正则项的曲线拟合算法来测量数字射线照相成像系统的调制传递函数(MTF),基于单调性和凸/凹形状限制的C样条回归技术在这项研究中,提出了边缘扩展函数(ESF)的ESF估计方法。 ESF评估考虑了两种类型的过采样技术以及以下四种包括C样条回归技术的曲线拟合算法。具有已知MTF的模拟边缘图像用于算法的精度确定。来自两个数字射线照相系统的实验边缘图像用于对MTF测量不确定度的每种曲线拟合算法进行统计评估。仿真结果表明,C样条回归算法获得了最小的MTF测量误差(平均误差为0.12%±0.11%和0.18%±0.17%,分别对应两种过采样技术,直到截止频率为止)。所有曲线拟合算法。在实验边缘图像的情况下,C样条回归算法在Pixarray-100数字标本射线照相系统和Hologic全视野数字乳房X线照相系统的四种曲线拟合算法中,获得了MTF测量的最佳不确定性性能。使用四种曲线拟合算法对MTF估计值进行的比较表明,在MTF测量精度和不确定性性能方面,所提出的C样条回归技术优于其他算法。

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