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首页> 外文期刊>Physics in medicine and biology. >Motion correction of PET brain images through deconvolution: I. Theoretical development and analysis in software simulations.
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Motion correction of PET brain images through deconvolution: I. Theoretical development and analysis in software simulations.

机译:通过反卷积对PET脑图像进行运动校正:I.软件仿真中的理论发展和分析。

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摘要

Image quality is significantly degraded even by small amounts of patient motion in very high-resolution PET scanners. Existing correction methods that use known patient motion obtained from tracking devices either require multi-frame acquisitions, detailed knowledge of the scanner, or specialized reconstruction algorithms. A deconvolution algorithm has been developed that alleviates these drawbacks by using the reconstructed image to estimate the original non-blurred image using maximum likelihood estimation maximization (MLEM) techniques. A high-resolution digital phantom was created by shape-based interpolation of the digital Hoffman brain phantom. Three different sets of 20 movements were applied to the phantom. For each frame of the motion, sinograms with attenuation and three levels of noise were simulated and then reconstructed using filtered backprojection. The average of the 20 frames was considered the motion blurred image, which was restored with the deconvolution algorithm. After correction,contrast increased from a mean of 2.0, 1.8 and 1.4 in the motion blurred images, for the three increasing amounts of movement, to a mean of 2.5, 2.4 and 2.2. Mean error was reduced by an average of 55% with motion correction. In conclusion, deconvolution can be used for correction of motion blur when subject motion is known.
机译:即使在高分辨率的PET扫描仪中少量的患者运动,图像质量也会显着下降。使用从跟踪设备获得的已知患者运动的现有校正方法要么需要多帧采集,要么需要扫描仪的详细知识,要么需要专门的重建算法。已经开发了一种反卷积算法,该算法通过使用重构图像来使用最大似然估计最大化(MLEM)技术来估计原始非模糊图像来减轻这些缺点。通过对数字霍夫曼脑部幻影进行基于形状的插值来创建高分辨率数字幻影。将三组不同的20个动作应用于幻影。对于运动的每一帧,都模拟了带有衰减和三级噪声的正弦图,然后使用滤波后的反投影进行重构。将20帧的平均值视为运动模糊图像,并使用反卷积算法对其进行恢复。校正后,对于三个增加的移动量,对比度从运动模糊图像中的平均值2.0、1.8和1.4增加到平均值2.5、2.4和2.2。通过运动校正,平均错误平均减少了55%。总之,当已知对象运动时,可将反卷积用于运动模糊的校正。

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