9 research outputs found
Climate of a school class
The theoretical part of the thesis deals predominantly with the climate of a school class, with the class being viewed as a social group. The focus is on the pupil as a member of both formal as well as informal groups and on his/her social behaviour
Velocity and vorticity plots are shown for cell clusters treated with 50 μM blebbistatin to inhibit myosin2 and alter cytoskeletal tension.
<p>A. MCF7 at 30 hours and B. MDCK at 16 hours. Scale bar = 200 μm.</p
MCF7 cells at the time of release from circle (A), square (B) and cross (C) shaped constraints are shown.
<p>A representation of the regions chosen as the vertices (red), sides (blue) and intersections (green) in the three shapes are indicated in the boxes. Scale bar = 500 μm.</p
Velocity fields and vorticity maps for MDCK cells are shown at 2 hours (A, D), 8 hours (B, E) and 16 hours (C, F) after removal of constraint.
<p>The cluster border is also shown at 0 hours for reference. Cells in the vertices show minimal movement as compared to those in the sides and intersections (D, E, F). We see the development of vortices, in both clockwise (blue) and counter clockwise (yellow-red) directions at intersections by 16 hours. Scale bar = 250 μm.</p
Migrations of MCF7 cells located on the advancing edges of the circle (A), square (B) and cross shapes (C) were obtained using individual cell tracking and are illustrated on a windrose plot to show the cell migration trajectories from the cluster edge.
<p>We see differences in motility that depend on the cell spatial positions which are labelled corresponding to sides, vertices and intersections.</p
Velocity and vorticity fields in MCF7 cell monolayers in the circle (A), square (B), cross vertex (C) and intersections (D) at 30 hours summed every hour.
<p>The solid black line is the cluster border at the start of migration. Scale bar = 250 μm.</p
Fluorescence images show actin (red) and the nucleus (blue) for MCF7 clusters at 0 hours (A), 24 hours (B), and 48 hours (C) after release from constraints.
<p>There is no clear cable-like structure bounding the cluster. Scale bar = 100 μm.</p
Cluster speeds show temporal differences in the different regions of the circle (A), square (B) and cross (C) shapes respectively.
<p>Speeds from the sides increase (I), plateau (II) and finally decrease (III) over time. These results show clear differences in cluster edge speeds which depend on spatial location in the geometry. Significant differences (p<0.05) in speeds are indicated in each figure.</p