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. 2015 Jul 6;12(108):20150319. doi: 10.1098/rsif.2015.0319

Figure 3.

Figure 3.

Position of the origin of the turn. (a) Absolute scalar product of the longest elongation axis unit vector I3 with the unitary vector of the mean position relative to the barycentre d0/d0 of the 10 top-ranked birds (data are given in the electronic supplementary material, table S1). The result does not change qualitatively for another number of top-ranked birds, as long as this number is small compared with the total number of birds in the flock N. (b) Scalar product Inline graphic where dmax is the maximal possible distance of the birds along the I3 axis at the tip where the turn started. We show the results for d0 calculated for the 10 top-ranked birds (blue bars), but also as a position of only the first bird that started the turn (red bars). For most events, the values are higher than 0.5, although not too close to 1 due to the sparseness of the flock at the very tips and particular orientations.