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Bremsstrahlung imaging with the gamma camera

机译:使用伽玛相机进行致辐射成像

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Abstract: A conventional gamma camera is used for the external imaging of bremsstrahlung generated from pure beta-emitters such as phosphorous-32 ($+32$/P). Tomographic images of a cylindrical phantom filled with water and containing four cylindrical sources of varying diameter are recorded using two collimators with symmetrical aperture configuration but different bore-lengths. The resolution of the system is comparable to single photon emitters for both collimaters; FWHM approximately 1.8 cm and FWTM approximately 2.9 cm. An effective linear attenuation coefficient of 0.14 cm$+$MIN@1$/ for $+32$/P, calculated from isolated spherical sources in water, is used with the post-reconstruction Chang algorithm to correct the tomographic images. The use of a broad energy window and the symmetric apertures of the collimators yields an approximately radially symmetric, shift invariant, and stationary point-spread-function with distance from the collimator face as required for the use of image restoration filters. A new filter is proposed which shares the advantages of both neural network for deconvolution and advanced nonlinear filtering for noise removal and edge enhancement. The new filter compares favorably with the Wiener for image restoration and improves the conditions for quantitative measurements with the gamma camera. In addition, its application for image restoration does not require the knowledge of the object and noise power spectra and the serious problems (ring effects and noise overriding) associated with the inverse operation encountered in the Wiener filter are avoided. !13
机译:摘要:传统的伽马相机用于对由纯β-发射体(如磷32($ + 32 $ / P))产生的致辐射进行外部成像。使用两个具有对称光圈配置但孔径不同的准直仪记录充满水并包含四个直径不同的圆柱源的圆柱体模的断层图像。两种准直器的系统分辨率都可与单光子发射器相媲美; FWHM约1.8厘米,FWTM约2.9厘米。从水中的孤立球形源计算出的有效线性衰减系数为0.14 cm $ + $ MIN @ 1 $ // $ + 32 $ / P,与重建后Chang算法一起使用以校正断层图像。使用宽阔的能量窗口和准直器的对称孔径会产生近似径向对称的,位移不变的固定点扩展函数,并且距离准直器表面的距离是使用图像恢复滤镜所需的。提出了一种新的滤波器,它既具有用于反卷积的神经网络又具有用于噪声去除和边缘增强的高级非线性滤波的优点。新型滤镜可与维纳(Viener)相比进行图像还原,并改善了伽玛相机进行定量测量的条件。另外,其在图像恢复中的应用不需要物体和噪声功率谱的知识,并且避免了与在维纳滤波器中遇到的逆运算相关的严重问题(环效应和噪声超控)。 !13

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