European Molecular Biology Laboratory, Hamburg Unit c/o DESY, Notkestraße 85, 22607 Hamburg, Germany.
Translational Molecular Imaging, Max Planck Institute for Multidisciplinary Sciences, Hermann-Rein-Straße 3, 37075 Göttingen, Germany.
J Synchrotron Radiat. 2024 Jan 1;31(Pt 1):186-194. doi: 10.1107/S160057752300944X.
Here, high-throughput tomography (HiTT), a fast and versatile phase-contrast imaging platform for life-science samples on the EMBL beamline P14 at DESY in Hamburg, Germany, is presented. A high-photon-flux undulator beamline is used to perform tomographic phase-contrast acquisition in about two minutes which is linked to an automated data processing pipeline that delivers a 3D reconstructed data set less than a minute and a half after the completion of the X-ray scan. Combining this workflow with a sophisticated robotic sample changer enables the streamlined collection and reconstruction of X-ray imaging data from potentially hundreds of samples during a beam-time shift. HiTT permits optimal data collection for many different samples and makes possible the imaging of large sample cohorts thus allowing population studies to be attempted. The successful application of HiTT on various soft tissue samples in both liquid (hydrated and also dehydrated) and paraffin-embedded preparations is demonstrated. Furthermore, the feasibility of HiTT to be used as a targeting tool for volume electron microscopy, as well as using HiTT to study plant morphology, is demonstrated. It is also shown how the high-throughput nature of the work has allowed large numbers of `identical' samples to be imaged to enable statistically relevant sample volumes to be studied.
这里介绍了一种用于生命科学样本的高通量断层成像(HiTT)技术,这是一种在德国汉堡的 EMBL 光束线 P14 上用于快速且多功能的相衬成像平台。该平台使用高光子通量的波荡器光束线在大约两分钟内完成断层相衬采集,并与自动化数据处理管道相连接,在 X 射线扫描完成不到一分半钟后即可提供三维重建数据集。将这种工作流程与复杂的机器人样品更换器相结合,可以在一个光束时间内流畅地收集和重建潜在数百个样本的 X 射线成像数据。HiTT 允许针对许多不同的样本进行最佳的数据采集,并可以对大样本群体进行成像,从而可以尝试进行群体研究。该技术在液体(水合和脱水)和石蜡包埋制剂中的各种软组织样本中的成功应用得到了证明。此外,还证明了 HiTT 可用作体积电子显微镜的靶向工具,以及使用 HiTT 研究植物形态的可行性。还展示了该高通量工作流程如何允许对大量“相同”的样本进行成像,从而可以研究具有统计学意义的样本体积。