The structure of the cytoplasm of lens fibers as determined by conical tomography.

Studies using conventional electron microscopy describe the cytoplasm of lens fiber cells as having essentially an amorphous structure. We hypothesized that significant structural detail might have been lost as a result of projecting the entire thickness of the section (50-100 nm) onto a single plane (the "projection artifact"). To test this hypothesis, we studied the 3D-structure of rat lens cortical fibers before and after extracting the "soluble" crystallins with low ionic strength buffers to make "ghosts." Tomographic series in conical geometry were collected at 55 degrees tilts and by 5 degrees rotations until completing a 360 degrees turn by low dose methods. They were aligned using fiduciary points, reconstructed with the weighted back projection algorithm and refined by projection matching. Analysis of the 3D-maps included semiautomatic density segmentation using a computer program based on the watershed algorithm. We found that the cytoplasm of cortical fibers, though appearing amorphous in regions of the highest density, was in fact comprised of an ordered structure resembling a "clustered matrix." The matrix was comprised of thin ( approximately 6 nm diameter) filaments bent sharply at 110-120 degrees angles and studded with cube-shaped particles (the "beaded" filaments). In cortical fibers, the particles measured a=14+/-2, b=13+/-2 and c=10+/-2.4 nm (n=30, mean+/-SD) and were spaced at distances measuring 27.5+/-2.4 nm apart (n=8, mean+/-SD), center-to-center. The matrix was formed as "beaded" filaments, bound to clusters of "soluble" proteins, crossed each other at nearly perpendicular angles. The matrix also made contact with the plasma membrane at a large number of distinct regions. We thus concluded that the cytoplasm of cortical lens fibers is comprised of a cytoskeletal matrix of "beaded" filaments that organize the "soluble" crystallins in separate regions. The association of this matrix with the plasma membrane allows the lens to maintain its structural integrity, while its association with crystallins yields its long-term transparency. Loss of either function likely would play a significant role in cataract formation.

Conical electron tomography of a chemical synapse: vesicles docked to the active zone are hemi-fused.

We have used thin sectioning and conical electron tomography to determine the three-dimensional structure of synaptic vesicles that were associated (docked) at release sites of the presynaptic membrane, called active-zones. Vesicles docked at the active zone occupied a strategic location: they formed regions of contact with the plasma membrane on one side and with that of one or more vesicles located deeper within the presynaptic terminal on the other side. The region of contact with the active zone measured approximately 15 nm in diameter ( approximately 2% of the vesicle's surface) and contained a smaller approximately 6 nm region where the proximal leaflets merged (hemi-fused). Hemi-fusion was only observed on the side of vesicles in contact with the active zone; at the side of contact between neighboring vesicles, the membranes were not hemi-fused. Approximately three-fourths of the docked vesicles contained hemi-fused regions. Vesicles fully fused to the active zone (exhibiting pores that appeared as interruptions of a single membrane) were less frequently observed ( approximately 1 of 10 hemi-fused vesicles). In conclusion, our observations in cortical synapses strengthen the hypothesis that hemi-fusion is a stable intermediary that precedes full fusion and release.

Conical tomography II: A method for the study of cellular organelles in thin sections.

We have used conical electron tomography in order to reconstruct neuronal organelles in thin sections of plastic embedded rat somato-sensory cortical tissue. The conical tilt series were collected at a 55 degrees tilt and at 5 degrees rotations, aligned using gold particles as fiduciary markers, and reconstructed using the weighted back projection algorithm. After a refinement process based on projection matching, the 3D maps showed the "unit membrane pattern" along the entire reconstructed volume. This pattern is indicative of the bilayer arrangement of phospholipids in biological membranes. Based on Fourier correlation methods as well as the visualization of the "unit membrane" pattern, we estimated resolutions of approximately 4 nm. To illustrate the prospective advantages of conical tomography, we segmented "coated" vesicles in the reconstructed volumes. These vesicles were comprised of a central core enclosing a small lumen, and a protein "coating" extending into the cytoplasm. The "coated" vesicle was attached to the plasma membrane through a complex structure shaped as an arch where the ends are attached to the membrane and the crook is connected to the vesicle. We concluded that conical electron tomography of thin-sectioned specimens provides a powerful experimental approach for studying thin-sectioned neuronal organelles at resolution levels of approximately 4 nm.

Conical tomography of freeze-fracture replicas: a method for the study of integral membrane proteins inserted in phospholipid bilayers.

We have used conical tomography to study the structure of integral proteins in their phospholipid bilayer environments. Complete conical series were collected from replicas of the water channel aquaporin-0 (AQP0), a 6.6 nm side tetramer with a molecular weight of approximately 120 kDa that was purified and reconstituted in liposomes. The replicas were tilted at 38 degrees , 50 degrees or 55 degrees and rotated by 2.5 degrees , 4 degrees , or 5 degrees increments until completing 360 degrees turns. The elliptical paths of between 6 and 12 freeze-fracture particles aligned the images to a common coordinate system. Using the weighted back projection algorithm, small volumes of the replicas were independently reconstructed to reconstitute the field. Using the Fourier Shell Correlation computed from reconstructions of even and odd projections of the series, we estimated a resolution of 2-3 nm, a value that was close to the thickness of the replica (approximately 1.5 nm). The 3D reconstructions exhibited isotropic resolution along the x-y plane, which simplified the analysis of particles oriented randomly in the membrane plane. In contrast to reconstructions from single particles imaged using random conical tilt [J. Mol. Biol. 325 (2003) 210], the reconstructions using conical tomography allowed the size and shape of individual particles representing the AQP0 channel to be identified without averaging or imposing symmetry. In conclusion, the reconstruction of freeze-fracture replicas with electron tomography has provided a novel experimental approach for the study of integral proteins inserted in phospholipid bilayers.

The Kohonen self-organizing map: a tool for the clustering and alignment of single particles imaged using random conical tilt.

An important step in determining the three-dimensional structure of single macromolecules is to bring common features in the images into register through alignment and classification. Here, we took advantage of the striking computational properties of the Kohonen self-organizing map (SOM) to align and classify images of channels obtained by random conical geometry into more homogeneous subsets. First, we used simulations with artificially created images to deduce simple geometrical rules governing the mapping of bounded (differing in size and shape) and unbounded (differing in in-plane orientation) variations in the output plane. Second, we measured the effect of noise on the accuracy of the algorithm to separate homogeneous subsets. Finally, we applied the rules ascertained in the previous steps to separate freeze-fracture images of the cytoplasmic and external domains of the small (approximately 118 kDa) aquaporin-0 water channel. Comparison with the results obtained from a similar input set using alignment-through-classification showed that both methods converged to stable classes exhibiting the same overall shapes (tetragonal and octagonal) for the cytoplasmic and external views of the channel. Processing with the SOM, however, was simplified by the utilization of the geometric rules governing the mapping of bounded and unbounded variations as well as the lack of subjectivity in selecting the reference images during alignment.