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基于维纳解卷积技术的数字放射成像系统的过采样调制传递函数测量新方法(英文) 被引量:2

A Novel Method for determining the presampling modulation transfer function in digital radiography based on Wiener deconvolution technique
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摘要 本文针对数字放射系统的调制传递函数测量问题,提出一种基于维纳解卷积方法,从倾斜刀口图像中测量过采样调制传递函数的新方法。首先根据实际数字放射系统特性,模拟给定调制传递函数下倾斜刀口带噪图像,并获取对应的经过系统恶化后的过采样边界扩散函数,而后依据该边界扩散函数的中心边界位置,构建无恶化效应的理想边界扩散函数。为了满足傅里叶变换的绝对可积条件,对上述两类边界扩散函数进行镜像操作,构成偶对称模式的边界扩散函数。基于维纳解卷积,在已知理想边界扩散函数对称模式,并考虑系统噪声影响,可以从恶化过采样边界扩散函数的对称模式中获取过采样线扩散函数。该过采样线扩散函数的傅里叶归一化幅度即为系统的调制传递函数。本文同时给出了维纳参数值以及对称模式下边界响应函数宽度对解卷积结果准确性的影响。结果表明,针对倾斜刀口图像,基于本文提出的维纳解卷积方法可以有效的测量过采样调制传递函数。 A Novel method for determining the presampling modulation transfer function (MTF) of digital radiography systems from slanted edge images was developed based on Wiener deconvolution. The supersampled degraded edge spread function (ESF) was obtained from simulated slanted edge images with known MTF in the presence of poisson noise, and its corresponding ideal ESF without degration was constructed according to its central edge position. To meet the requirements of the absolute integrable condition of Fourier transformation, the origianl ESFs were mirrored to construct the symmetric pattern of ESFs. Then based on Wiener deconvolution technique, the supersampled line spread function (LSF) could be acquired from the symmetric pattern of supersampled degraded ESFs in the presence of ideal symmetric ESFs and system noise. The MTF is then the normalized magnitude of the Fourier transform of the LSF. The determined MTF showed a strong agreement with the theoritical true MTF when appropriated Wiener parameter was chosen. The effects of Wiener parameter value and the width of square-like wave peak in symmetric ESFs were illustrated and discussed. In conclusion, an accurate and simple method to measure the presampling MTF was established using Wiener deconvolution technique according to slanted edge images.
出处 《新型工业化》 2013年第3期58-66,共9页 The Journal of New Industrialization
基金 National Natural Science Foundation of China(30870657,30970775,81101106,61108081) Chinese National Programs for High Technology Research and Development(2009AA02Z413) Tianjin Municipal Government of China(09JCZDJC18200,10JCZDJC17300) Tianjin Natural Science Foundation of China(12JCQNJC09400) Ph.D.Programs Foundation of Ministry of Education of China(20100032120064 and 20110032120069)
关键词 调制传递函 线扩散函数 边界扩散函数 维纳解卷积 modulation transfer function(MTF) line spread function(LSF) edge spread function(ESF) Wiener deconvolution
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参考文献8

  • 1Fujita H,Tsai D-Y,Itoh T,Doi K Morishita J Ueda K Ohtsuka A. A simple method for determining the modulation transfer function in digital radiography[J].IEEE Transactions on Medical Imaging,1992,(01):34-39.doi:10.1109/42.126908. 被引量:1
  • 2Cunningham I.A,Fenster A. A method for modulation transfer function determination from edge profiles with correction for finite-element differentiation[J].Medical Physics,1987,(04):533-537. 被引量:1
  • 3Buhr E,Günther-Kohfahl S,Neitzel U. Accuracy of a simple method for deriving the presampled modulation transfer function of a digital radiographic system from an edge image[J].Medical Physics,2003,(09):2323-2331.doi:10.1118/1.1598673. 被引量:1
  • 4Samei E,Ranger N.T,Dobbins III J.T,Chen Y. Intercomparison of methods for image quality characterization.I.Modulation transfer function[J].Medical Physics,2006,(05):1454-1465.doi:10.1118/1.2188816. 被引量:1
  • 5Carton A.-K,Vandenbroucke D,Struye L,Maidment A.D.A,Kao Y.-H,Albert M,Bosmans H,Marchal G. Validation of MTF measurement for digital mammography quality control[J].Medical Physics,2005,(06):1684-1695. 被引量:1
  • 6Reimann D.A,Jacobs H.A,Samei E. Use of Wiener filtering in the measurement of the two-dimensional modulation transfer function[J].Proceedings of Spie,2000.670-680. 被引量:1
  • 7Greer P.B,Doom T.Van. Evaluation of an algorithm for the assessment of the MTF using an edge method[J].Medical Physics,2000,(09):2048-2059.doi:10.1118/1.1288682. 被引量:1
  • 8Pratt W.K. Digital Image Processing[M].New York:wiley,1978. 被引量:1

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