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International Conference on Mathematical Biology and

Annual Meeting of The Society for Mathematical Biology,

July 27-30, 2009

University of British Columbia, Vancouver

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Program

Poster PS29B
Sara Sadeghi
Graduate student
Title Length Dependent Force Characteristics of Coiled-Coils
Abstract Coiled-coil domains within and between proteins play important structural roles in biology. They consist of two or more α-helices that form a superhelical structure due to packing of the hydrophobic residues that pattern each helix. A recent continuum model[1] showed that the correspondence between the chirality of the pack to that of the underlying hydrophobic pattern comes about because of the internal deformation energy associated with each helix in forming the superhelix. We have developed a coarse-grained atomistic model for coiled-coils that includes the competition between the hydrophobic energy that drives folding and the cost due to deforming each helix. The model exhibits a structural transition from a non coiled-coil to coiled-coil state as the contribution from the deformation energy changes. We explore the force-extension properties of these model coiled-coils as a function helix length and find that shorter coils unfold at lower force than longer ones, with the required unfolding forces eventually becoming length independent. S. Neukirch, A. Goriely, A.C. Hausrath, PRL(100), 038105(2008)
CoauthorsEldon Emberly
LocationWoodward Lobby (Wednesday-Thursday)