Kuhls-Gilcrist Andrew, Jain Amit, Bednarek Daniel R, Rudin Stephen
Toshiba America Medical Systems, 2441 Michelle Dr., Tustin, CA USA 92780.
Proc SPIE Int Soc Opt Eng. 2011 Mar 1;7961(79614G). doi: 10.1117/12.877890.
We evaluate a new method for measuring the presampled modulation transfer function (MTF) using the noise power spectrum (NPS) obtained from a few flat-field images acquired at one exposure level. The NPS is the sum of structure, quantum, and additive instrumentation noise, which are proportional to exposure squared, exposure, and a constant, respectively, with the spatial-frequency dependence of the quantum noise depending partly on the detector MTF. Cascaded linear-systems theory was used to derive an exact and generic relationship that was used to isolate noise terms and enable determination of the MTF directly from the noise response, thereby circumventing the need for precision test objects (slit, edge, etc.) as required by standard techniques. Isolation of the quantum NPS by fitting the total NPS versus exposure obtained using 30 flat-field images each at six or more different exposure levels with a linear regression provides highly accurate MTFs. A subset of these images from indirect digital detectors was used to investigate the accuracy of measuring the MTF from 30 or fewer flat-field images obtained at a single exposure level. Analyzing as few as two images acquired at a single exposure resulted in no observable systematic error. Increasing the number of images analyzed resulted in an increase in accuracy. Fifteen images provided comparable accuracy with the most rigorous slope approach, with less than 5% variability, suggesting additional image acquisitions may be unnecessary. Reducing the number of images acquired for the noise response method further simplifies and facilitates routine MTF measurements.
我们评估了一种新方法,该方法利用在一个曝光水平下采集的几张平场图像所获得的噪声功率谱(NPS)来测量预采样调制传递函数(MTF)。NPS是结构噪声、量子噪声和仪器附加噪声的总和,它们分别与曝光平方、曝光量和一个常数成正比,其中量子噪声的空间频率依赖性部分取决于探测器的MTF。级联线性系统理论被用于推导一个精确且通用的关系,该关系用于分离噪声项,并能够直接从噪声响应中确定MTF,从而无需标准技术所要求的精密测试物体(狭缝、边缘等)。通过对使用30张平场图像在六个或更多不同曝光水平下获得的总NPS与曝光量进行线性回归拟合来分离量子NPS,可提供高精度的MTF。来自间接数字探测器的这些图像的一个子集被用于研究从在单个曝光水平下获得的30张或更少平场图像测量MTF的准确性。分析在单个曝光下采集的少至两张图像不会产生可观察到的系统误差。增加分析的图像数量会提高准确性。15张图像与最严格的斜率方法具有相当的准确性,变异性小于5%,这表明可能无需额外采集图像。减少用于噪声响应方法的图像数量进一步简化并便于进行常规MTF测量。