2009
DOI: 10.1038/nmeth.1299
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Programmed subcellular release for studying the dynamics of cell detachment

Abstract: Cell detachment is central to a broad range of physiopathological changes, but there are no quantitative methods to study this process. Here we report programmed subcellular release, a method for spatially and temporally controlled cellular detachment, and present quantitative results of the detachment dynamics of 3T3 fibroblasts at the subcellular level.

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Cited by 42 publications
(40 citation statements)
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“…Recently, this has been achieved in predefined geometries on the surface of glass with an array of gold features that electrochemically releases RGD. 28 In addition, adhesive ligands have been photochemically exposed on glass via single and two-photon irradiation of photoactive SAMs. 25, 26, 37 Here, two-photon induced photodegradation of PEGdiPDA hydrogels offers a soft substrate with tunable elasticity and user-defined geometrical and temporal control of the ECM landscape at both the surface of 2D hydrogel scaffolds and within 3D hydrogels.…”
Section: Resultsmentioning
confidence: 99%
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“…Recently, this has been achieved in predefined geometries on the surface of glass with an array of gold features that electrochemically releases RGD. 28 In addition, adhesive ligands have been photochemically exposed on glass via single and two-photon irradiation of photoactive SAMs. 25, 26, 37 Here, two-photon induced photodegradation of PEGdiPDA hydrogels offers a soft substrate with tunable elasticity and user-defined geometrical and temporal control of the ECM landscape at both the surface of 2D hydrogel scaffolds and within 3D hydrogels.…”
Section: Resultsmentioning
confidence: 99%
“…4b), where ΔA( t ) is the change in cell area at time t (A 0 − A( t )) and A 0 is the initial cell area, similar to the approach of Wildt et al 28 The following expression that describes the relationship between cell area and retraction time was fit to the data corresponding to each retracting cell: ΔA(t)A0=ΔAmaxA0[1exp(tt0τc)] where ΔA max is the maximum change in cell area; t 0 is the induction time prior to retraction during which A ≅ A 0 ; and τ c is the characteristic retraction time for the cell. 28 The fit to this model (Fig. 4b) suggests that the cell is under tension prior to detachment and undergoes damped retraction.…”
Section: Resultsmentioning
confidence: 99%
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