Gap junction structures: Analysis of the x-ray diffraction data

Models for the spatial distribution of protein, lipid and water in gap junction structures have been constructed from the results of the analysis of X-ray diffraction data described here and the electron microscope and chemical data presented in the preceding paper (Caspar, D. L. D., D. A. Goodenough, L. Makowski, and W.C. Phillips. 1977. 74:605-628). The continuous intensity distribution on the meridian of the X-ray diffraction pattern was measured, and corrected for the effects of the partially ordered stacking and partial orientation of the junctions in the X-ray specimens. The electron density distribution in the direction perpendicular to the plane of the junction was calculated from the meridional intensity data. Determination of the interference function for the stacking of the junctions improved the accuracy of the electron density profile. The pair-correlation function, which provides information about the packing of junctions in the specimen, was calculated from the interference function. The intensities of the hexagonal lattice reflections on the equator of the X-ray pattern were used in coordination with the electron microscope data to calculate to the two-dimensional electron density projection onto the plane of the membrane. Differences in the structure of the connexons as seen in the meridional profile and equatorial projections were shown to be correlated to changes in lattice constant. The parts of the junction structure which are variable have been distinguished from the invariant parts by comparison of the X-ray data from different specimens. The combination of these results with electron microscope and chemical data provides low resolution three- dimensional representations of the structures of gap junctions.

[1]  N. S. Gel’man [The molecular organization of biological membranes]. , 1967, Uspekhi sovremennoi biologii.

[2]  A. Dulhunty,et al.  Low resistance junctions in crayfish. Structural changes with functional uncoupling , 1976, The Journal of cell biology.

[3]  S. Singer,et al.  The Fluid Mosaic Model of the Structure of Cell Membranes , 1972, Science.

[4]  M. V. Bennett Function of electrotonic junctions in embryonic and adult tissues. , 1973, Federation proceedings.

[5]  W. Leyko,et al.  [Structure of haemoglobin]. , 1960, Postepy biochemii.

[6]  R. Henderson,et al.  Molecular structure determination by electron microscopy of unstained crystalline specimens. , 1975, Journal of molecular biology.

[7]  D. Sayre Some implications of a theorem due to Shannon , 1952 .

[8]  M. Bretscher,et al.  Mammalian plasma membranes , 1975, Nature.

[9]  Reginald W. James,et al.  The Optical principles of the diffraction of X-rays , 1948 .

[10]  M. Perutz,et al.  The structure of haemoglobin. II , 1954, Proceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences.

[11]  D. Branton,et al.  INTRAMEMBRANE PARTICLE AGGREGATION IN ERYTHROCYTE GHOSTS , 1974, The Journal of cell biology.

[12]  D. Kirschner,et al.  Myelin membrane structure at 10 A resolution. , 1971, Nature: New biology.

[13]  Bennett Mv Function of electrotonic junctions in embryonic and adult tissues. , 1973 .

[14]  L. Makowski,et al.  Gap junction structures. I. Correlated electron microscopy and x-ray diffraction , 1977, The Journal of cell biology.

[15]  K. Lonsdale X-Ray Diffraction , 1971, Nature.

[16]  S. Singer 4 – THE MOLECULAR ORGANIZATION OF BIOLOGICAL MEMBRANES , 1971 .