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10.1073/pnas.1604777113

http://scihub22266oqcxt.onion/10.1073/pnas.1604777113
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C5056109!5056109 !27647910
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suck abstract from ncbi


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pmid27647910
      Proc+Natl+Acad+Sci+U+S+A 2016 ; 113 (40 ): 11094-11099
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  • Ultradonut topology of the nuclear envelope #MMPMID27647910
  • Torbati M ; Lele TP ; Agrawal A
  • Proc Natl Acad Sci U S A 2016[Oct]; 113 (40 ): 11094-11099 PMID27647910 show ga
  • The nuclear envelope is a unique topological structure formed by lipid membranes in eukaryotic cells. Unlike other membrane structures, the nuclear envelope comprises two concentric membrane shells fused at numerous sites with toroid-shaped pores that impart a "geometric" genus on the order of thousands. Despite the intriguing architecture and vital biological functions of the nuclear membranes, how they achieve and maintain such a unique arrangement remains unknown. Here, we used the theory of elasticity and differential geometry to analyze the equilibrium shape and stability of this structure. Our results show that modest in- and out-of-plane stresses present in the membranes not only can define the pore geometry, but also provide a mechanism for destabilizing membranes beyond a critical size and set the stage for the formation of new pores. Our results suggest a mechanism wherein nanoscale buckling instabilities can define the global topology of a nuclear envelope-like structure.
  • |*Models, Theoretical [MESH]
  • |Cell Nucleus/chemistry/ultrastructure [MESH]
  • |Elasticity [MESH]
  • |Lipid Bilayers/*chemistry [MESH]
  • |Nuclear Envelope/*chemistry/ultrastructure [MESH]


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