Procedures for Three-Dimensional Reconstruction from Thin Sections with Electron Tomography

Abstract

Electron tomography (ET) is a method for three-dimensional (3-D) reconstruction of single, transparent objects from a series of images (i.e., a tilt series) recorded with a transmission electron microscope (EM) (Fig. 4.1). The method is related to the procedures used in medical tomography. The 3-D reconstructions are usually computed from the digitized tilt series after a radial weighting scheme has been applied to the Fourier-transformed data. The ET method can be used to reconstruct in 3-D any object that is transparent enough for projection imaging with the transmission EM. This means that specimens of biological origin are usually available for ET 3-D reconstruction, whereas, e.g., colloidal gold particles are not. An ET-calculated 3-D map could be based on projections from objects that have been visualized by EM in several different ways, i.e., from stained or unstained objects, objects visualized at different energy loss levels or objects embedded in different media. The combined analysis of the 3-D structure, imaged in different ways, could thus become very informative. The general applicability also means that it is not restricted to symmetrical or regularly arranged objects, nor to objects with preferred orientations on a support grid. In its present state, the ET method allows reproducible 3-D reconstructions of single molecular objects, with a resolution in the range of 5 nm, of complex cellular specimens. For isolated objects, free of interfering cellular substances, a somewhat higher resolution can be achieved. The ET method covers the intermediate resolution range where there is no other physical technique available to analyze single molecular complexes.