Kupferschläger J, Müller B, Schulz G, Kaiser H J, Wagenknecht G, Bares R, Büll U
Klinik für Nuklearmedizin, RWTH, Universitätsklinikum Aachen, Deutschland.
Nuklearmedizin. 1997 Mar;36(2):56-64.
A new strategy is introduced for a double-head gamma-camera to calculate and to correct for attenuation distribution from count rates of backscattered radiation of 99mTc in the human thorax/myocardium setting. The intention was to gain segmented and calibrated images of distribution employing the structures of lungs and other tissues, so that attenuation may be subsequently corrected by the method of Chang
Acquisition was done simultaneously in three energy window for 99mTc to receive both emitted and scattered radiation. The acquire projections were used to calculate the attenuation distribution and to execute a scatter correction by the method of Ogawa et. al. By measuring phantoms and evaluating a set of patient studies, quality for both of the approaches towards attenuated distribution and the quality of attenuation correction was tested and an optimal setting for parameters involved was selected.
The procedure adequately approaches the correction for both emitted and scattered radiation in SPECT, as experienced in phantom and patient studies. Clinical usefulness was preliminary documented in selected cases. In normal perfusion, distribution was more homogeneous. Perfusion defects appeared more definitive. Problems occurred in high adjacent non-target activity (e.g., in the gallbladder) and with low count rate statistics.
Myocardial 99mTc MIBI SPECT may be effectively corrected for both attenuation a scatter without an additional transmission device.
引入一种用于双头伽马相机的新策略,以在人体胸部/心肌环境中根据99mTc的反向散射辐射计数率计算并校正衰减分布。目的是利用肺和其他组织的结构获得分布的分段和校准图像,以便随后可以通过Chang方法校正衰减。
在三个能量窗口中同时采集99mTc,以接收发射和散射的辐射。采集的投影用于计算衰减分布,并通过小川等人的方法进行散射校正。通过测量体模和评估一组患者研究,测试了两种衰减分布方法的质量以及衰减校正的质量,并选择了相关参数的最佳设置。
如在体模和患者研究中所经历的那样,该程序充分接近了SPECT中发射和散射辐射的校正。在选定病例中初步记录了临床实用性。在正常灌注中,分布更均匀。灌注缺损显得更明确。在高相邻非靶活性(例如在胆囊中)和低计数率统计方面出现了问题。
心肌99mTc MIBI SPECT可以在没有额外传输设备的情况下有效地校正衰减和散射。