1988
DOI: 10.1016/s0006-3495(88)83149-7
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Interaction forces between red cells agglutinated by antibody. III. Micromanipulation

Abstract: In the flow studies described in two previous papers (Tha, S. P., and H. L. Goldsmith, 1986, Biophys. J. 50:1109-1116; Tha, S. P., J. Shuster, and H. L. Goldsmith, 1986, Biophys. J. 50:1117-1126), hydrodynamic forces of the order of 10(-11) N (mu dyn) were applied to measure the force of separation of doublets of hardened, sphered human red blood cells cross-linked by anti-B antibody. The same cell preparation and hyperimmune antiserum has here been used to carry out experiments with micropipet aspiration tech… Show more

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Cited by 14 publications
(8 citation statements)
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“…The nature of inter-cellular forces in the two situations is quite different. For two attached cells sheared in dilute suspension (which approximates the situation here when a rosette is first forming) the normal force between the cells alternates between compression (pushing them together) and extension as they rotate around each other in the shear flow, with a superimposed periodic tangential shearing force between the cells (Tha & Goldsmith, 1986). The maximal disruptive normal or shear force can be calculated to be about 10 ¹10 N at a shear stress of 1·0 Pa for two spherical cells of diameter 6 mm (i.e.…”
Section: Discussionmentioning
confidence: 99%
“…The nature of inter-cellular forces in the two situations is quite different. For two attached cells sheared in dilute suspension (which approximates the situation here when a rosette is first forming) the normal force between the cells alternates between compression (pushing them together) and extension as they rotate around each other in the shear flow, with a superimposed periodic tangential shearing force between the cells (Tha & Goldsmith, 1986). The maximal disruptive normal or shear force can be calculated to be about 10 ¹10 N at a shear stress of 1·0 Pa for two spherical cells of diameter 6 mm (i.e.…”
Section: Discussionmentioning
confidence: 99%
“…The forces required to rupture an adhesive bond or extract a receptor from the lipid bilayer have either been measured or estimated and are in the vicinity of 1 ,udyn (Evans et al, 1991;Tha and Goldsmith, 1988;Bell, 1978). For an adhesive spring, comparable forces are obtained for values of lb and Is such that (lb X)2/212 3 to 5.…”
Section: General Adhesion Model (No Focal Contacts)mentioning
confidence: 99%
“…25 Adhesive failure will be significant when the bond density and the area to perimeter ratio are small. Using the estimated bond forces (Table II) and the force to extract receptors through the membrane (1 dyne) 26,27 the ratio f b AN b L/f mem P c was less than one only for the surface with the highest HEMA content. If, however, cohesive failure truly is occurring, it would not be possible to measure the intrinsic bond forces of the magnitude reported.…”
Section: Discussionmentioning
confidence: 99%