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Use of sphere phantoms to measure the 3D MTF of FDK reconstructions

机译:使用球形幻影来测量FDK重建的3D MTF

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To assess the resolution performance of modern CT scanners, a method to measure the 3D MTF is needed. Computationally, a point object is an ideal test phantom but is difficult to apply experimentally. Recently, Thornton et al. described a method to measure the directional MTF using a sphere phantom [7]. We tested this method for FDK reconstructions by simulating a sphere and a point object centered at (0.01 cm , 0.01 cm, 0.01 cm) and (0.01 cm, 0.01 cm, 10.01 cm) and compared the directional MTF estimated from the reconstructed sphere with that measured from an ideal point object. While the estimated MTF from the sphere centered at (0.01 cm , 0.01 cm, 0.01 cm) showed excellent agreement with that from the point object, the estimated MTF from a sphere centered at (0.01 cm , 0.01 cm, 10.01 cm) had significant errors, especially along the f_z axis. We found that this is caused by the long tails of the impulse response of the FDK reconstruction far off the central plane. We developed and tested a new method to estimate the directional MTF using the sphere data. The new method showed excellent agreement with the MTF from an ideal point object. Caution should be used when applying the original method in cases where the impulse response may be wide.
机译:为了评估现代CT扫描仪的分辨率性能,需要一种测量3D MTF的方法。计算地,点对象是理想的测试幻像,但很难通过实验施加。最近,Thornton等。描述了一种使用球形幻像测量定向MTF的方法[7]。我们通过模拟以(0.01厘米,0.01cm,0.01cm)和(0.01cm,0.01cm,10.01cm)为中心的球体和点对象来测试这种方法,并通过(0.01厘米,0.01cm,10.01cm),并将从重建的球体估计的定向MTF与其进行比较从理想点对象测量。虽然来自中心(0.01厘米,0.01厘米,0.01cm)的球体的估计MTF与从点物体的良好的一致性表现出优异的一致性,但是来自占地(0.01厘米,0.01厘米,10.01cm)的球体的估计的MTF具有显着的误差,尤其是沿着F_z轴。我们发现这是由FDK重建的脉冲响应的长尾,远离中心平面引起的。我们开发并测试了一种使用球体数据估算定向MTF的新方法。新方法与理想点对象的MTF展示了很好的一致性。在脉冲响应可能宽的情况下,应在应用原始方法时使用警告。

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