2005
DOI: 10.1073/pnas.0406938102
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Dynamics of unbinding of cell adhesion molecules: Transition from catch to slip bonds

Abstract: The unbinding dynamics of complexes involving cell-adhesion molecules depends on the specific ligands. Atomic force microscopy measurements have shown that for the specific P-selectin-P-selectin glycoprotein ligand (sPSGL-1) the average bond lifetime ͗t͘ initially increases (catch bonds) at low (<10 pN) constant force, f, and decreases when f > 10 pN (slip bonds). In contrast, for the complex with G1 anti-P-selectin monoclonal antibody ͗t͘ monotonically decreases with f. To quantitatively map the energy landsc… Show more

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Cited by 163 publications
(222 citation statements)
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“…These include energy landscapes with one bound state and two unbinding pathways 43 ; an energy landscape with two bound states, one of which is preferentially stabilized by force 44,45 ; bond dissociation along a multidimensional landscape where the direction of the tensile force and the reaction coordinate are misaligned [46][47][48] ; a freeenergy landscape with dynamic disorder that thermally fluctuates with time 49,50 ; and allosteric deformation models where external force changes the structure of the receptor either directly at the ligand-binding site 51 or at a distal location that ultimately propagates the deformation to the binding pocket [52][53][54][55] . Our simulations suggest that X-dimers form catch bonds via a slidingrebinding mechanism where a pulling force flexes the ectodomain and slides opposing EC1 domains resulting in the formation of de novo, force-induced H-bonds.…”
Section: Article Nature Communications | Doi: 101038/ncomms4941mentioning
confidence: 99%
“…These include energy landscapes with one bound state and two unbinding pathways 43 ; an energy landscape with two bound states, one of which is preferentially stabilized by force 44,45 ; bond dissociation along a multidimensional landscape where the direction of the tensile force and the reaction coordinate are misaligned [46][47][48] ; a freeenergy landscape with dynamic disorder that thermally fluctuates with time 49,50 ; and allosteric deformation models where external force changes the structure of the receptor either directly at the ligand-binding site 51 or at a distal location that ultimately propagates the deformation to the binding pocket [52][53][54][55] . Our simulations suggest that X-dimers form catch bonds via a slidingrebinding mechanism where a pulling force flexes the ectodomain and slides opposing EC1 domains resulting in the formation of de novo, force-induced H-bonds.…”
Section: Article Nature Communications | Doi: 101038/ncomms4941mentioning
confidence: 99%
“…The tyrosine phosphorylation of the FA proteins CAS pY‐165, FAK pY‐925, and paxillin pY‐118 causes FA remodeling,20, 50, 51 which we previously found to occur through an endocytic recycling pathway, allowing cyclic remodeling of the FAs. The mechanisms that trigger the growth or degradation of individual FAs in the intact aorta are controversial, but the previously described concept of “slip” and “catch” bond formation at high versus low forces, respectively,52 may apply. Perhaps during the high forces of systole, some focal adhesion proteins break loose from the FA and enter into endosomal recycling pathways, allowing compliance and expansion of the aorta, but during lower, diastolic, forces, the FA surface rebuilds, promoting the return to the diastolic aortic diameter.…”
Section: Discussionmentioning
confidence: 99%
“…We would like to emphasize that the description of the catch-slip anomaly proposed in the current work is not unique, and that several alternative models are available in the literature. 2,8,16,21,26,31 The current model differs from the alternative interpretations by its mathematical simplicity and by the bond deformation concept that is used to rationalize the physics of catchbinding.…”
Section: Discussionmentioning
confidence: 99%
“…It will be introduced below following the analysis of the general solution of Eq. (2). Considering that initially, at t = 0 the probabilities are equal to p 0 (0) = 1, p 1 (0) = 0, and p 2 (0) = 0, the solution of Eq.…”
Section: Michaelis-menten Model Of Enzyme Catalyzed Unfolding Of a Mumentioning
confidence: 99%
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