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 similar to120 kDa that was purified and reconstituted in liposomes. The replicas were tilted at 38degrees, 50degrees or 55degrees and rotated by 2.5degrees, 4degrees, or 5degrees increments until completing 360degrees 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 (similar to1.5 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 reconstruct ions 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. (C) 2004 Elsevier Inc. All rights reserved.

Conical tomography of freeze-fracture replicas : a method for the study of integral membrane proteins inserted in phospholipid bilayers / S. Lanzavecchia, F.O. Cantele, P. Bellon, L. Zampighi, M. Kreman, E. Wright, G.A. Zampighi. - In: JOURNAL OF STRUCTURAL BIOLOGY. - ISSN 1047-8477. - 149:1(2005), pp. 87-98.

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

S. Lanzavecchia
Primo
;
F.O. Cantele
Secondo
;
P. Bellon;
2005

Abstract

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 similar to120 kDa that was purified and reconstituted in liposomes. The replicas were tilted at 38degrees, 50degrees or 55degrees and rotated by 2.5degrees, 4degrees, or 5degrees increments until completing 360degrees 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 (similar to1.5 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 reconstruct ions 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. (C) 2004 Elsevier Inc. All rights reserved.
3D reconstruction; Conical geometry; Electron tomography; Membrane proteins; Metal replicas
Settore INF/01 - Informatica
2005
Article (author)
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2434/15658
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