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. 2018 Nov 5;9:4620. doi: 10.1038/s41467-018-06497-3

Fig. 1.

Fig. 1

Quantitative analysis of cell shape changes during fold formation. a Schemes representing top views (above) and cross-sectional views (below) of wing imaginal discs before and after folding. The type of fold is indicated. be Top view (b, d) and cross-sectional (c, e) images of a time-lapse movie of a cultured 72 h AEL wing imaginal disc expressing Indy-GFP, showing formation of hinge-hinge (H/H) and hinge-pouch (H/P) folds. Time relative to first appearance of apical indentation (AAI) (i.e. the first time when the apical surface of fold cells is below the apical plane of neighboring cells) of H/H fold is shown. In this and the following figures, top views are shown with dorsal to the left and posterior up; in cross sections, the apical surface of columnar cells is to the top, unless otherwise indicated. Dotted lines in top views indicate position of the corresponding cross sections. Scale bars are 10 μm. f, g Top view (f) and cross-sectional (g) images of the boxed areas of the time-lapse movie shown in b and d at indicated time points. Scale bars are 10 μm. h, i Schemes showing simplified cell shapes before and during folding and the set of geometric parameters used. da and db denote the apical and basal deformations, la and lb denote the apical and basal cross-sectional lengths of cells located at the center of the fold, and htissue denotes the apico-basal height of cells neighboring the fold. jm Cross-sectional images of a time-lapse movie of a cultured wing imaginal disc expressing Indy-GFP (gray) in all cells and RFP (turquoise) in clones of cells of H/H fold (j, k) or of H/P fold (l, m). Red dots mark apical and basal vertices of RFP-labeled cells. Scale bars are 10 μm. nq Changes of the geometric parameters indicated in i during H/H (n, p) and H/P (o, q) fold formation as a function of time relative to AAI. All geometrical quantities are normalized by the cell height htissue of the surrounding tissue. Mean and s.e.m. are shown. n = 17 cross sections of 7 wing imaginal discs for n and p and n = 12 cross sections of 6 wing imaginal discs for o and q