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Simultaneous determination of sample thickness tilt and electron mean free path using tomographic tilt images based on Beer-Lambert law

机译:使用基于比尔-兰伯特定律的层析成像倾斜图像同时测定样品厚度倾斜度和电子平均自由程

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摘要

Cryo-electron tomography (cryo-ET) is an emerging technique that can elucidate the architecture of macromolecular complexes and cellular ultrastructure in a near-native state. Some important sample parameters, such as thickness and tilt, are needed for 3-D reconstruction. However, these parameters can currently only be determined using trial 3-D reconstructions. Accurate electron mean free path plays a significant role in modeling image formation process essential for simulation of electron microscopy images and model-based iterative 3-D reconstruction methods; however, their values are voltage and sample dependent and have only been experimentally measured for a limited number of sample conditions. Here, we report a computational method, tomoThickness, based on the Beer-Lambert law, to simultaneously determine the sample thickness, tilt and electron inelastic mean free path by solving an overdetermined nonlinear least square optimization problem utilizing the strong constraints of tilt relationships. The method has been extensively tested with both stained and cryo datasets. The fitted electron mean free paths are consistent with reported experimental measurements. The accurate thickness estimation eliminates the need for a generous assignment of Z-dimension size of the tomogram. Interestingly, we have also found that nearly all samples are a few degrees tilted relative to the electron beam. Compensation of the intrinsic sample tilt can result in horizontal structure and reduced Z-dimension of tomograms. Our fast, pre-reconstruction method can thus provide important sample parameters that can help improve performance of tomographic reconstruction of a wide range of samples.
机译:低温电子断层扫描(cryo-ET)是一种新兴技术,可以阐明近乎自然状态的大分子复合物和细胞超微结构。 3-D重建需要一些重要的样本参数,例如厚度和倾斜度。但是,这些参数目前只能使用试验3D重建来确定。准确的电子平均自由程在模拟电子显微镜图像和基于模型的迭代3-D重建方法所必需的成像过程建模中起着重要作用;但是,它们的值取决于电压和样品,并且仅在有限数量的样品条件下通过实验测量。在这里,我们报告一种基于Beer-Lambert定律的计算方法tomoThickness,它通过利用倾斜关系的强约束来解决一个超定的非线性最小二乘优化问题,从而同时确定样品的厚度,倾斜度和电子非弹性平均自由程。该方法已被染色和低温数据集广泛测试。拟合的电子平均自由程与报道的实验测量结果一致。准确的厚度估算消除了对X线断层图Z尺寸大小的慷慨分配的需要。有趣的是,我们还发现几乎所有样本都相对于电子束倾斜了几度。固有样本倾斜的补偿会导致水平结构并降低断层图的Z维度。因此,我们的快速,预重建方法可以提供重要的样本参数,这些参数可以帮助改善各种样本的层析重建的性能。

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