Doré S, Kearney R E
Mechanical Engineering, Ecole de technologie supérieure, Montreal, Quebec, Canada.
Med Biol Eng Comput. 2004 Sep;42(5):591-7. doi: 10.1007/BF02347539.
The objective of the paper was to validate non-linear parametric models of computerised tomography point spread function (PSF), to investigate the role of model parameters and to verify the effect of different imaging conditions on estimated parameters. These models were then to be used experimentally to estimate the variation of PSF shape within the field of view of a scanner. Two parametric models of the PSF are presented. The Gaussian model is appropriate when PSF values are positive, and the damped cosine model can account for negative values. These models are non-linear and fully two-dimensional and do not assume radial symmetry. The models were fitted to images of a point source. The models accounted for over 99% of the variance in the PSF signal. Errors in modulation transfer function were limited to 5% when the appropriate model was selected. The difference in the blurring characteristics of three image reconstruction filters was well quantified by shape parameters, and position parameters located the PSF with subpixel accuracy. With a point source located 50mm directly above the centre of the field of view, the PSF was found to be anisotropic.
本文的目的是验证计算机断层扫描点扩散函数(PSF)的非线性参数模型,研究模型参数的作用,并验证不同成像条件对估计参数的影响。然后将这些模型用于实验,以估计扫描仪视野内PSF形状的变化。文中提出了两种PSF的参数模型。当PSF值为正时,高斯模型适用,而阻尼余弦模型可以解释负值。这些模型是非线性的且完全二维的,不假设径向对称。这些模型被拟合到点源图像上。这些模型解释了PSF信号中超过99%的方差。当选择合适的模型时,调制传递函数的误差限制在5%以内。通过形状参数可以很好地量化三种图像重建滤波器模糊特性的差异,位置参数可以以亚像素精度定位PSF。当点源位于视野中心正上方50mm处时,发现PSF是各向异性的。