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They determined that the average angle between two branching paths was 53 degrees.
The average angle between a nanoparticle line and its branches is 36°.
By comparing the average angle between ecotypes and lakes, we calculated the potential hydrodynamic consequences of the shape differences between the populations for a simplified drag model [15].
However, the quantitative data on run/turn of tracks are different from extension/split of pseudopodia: the average angle between turns is 78 degrees (pseudopod 55 degrees), the right/left memory is only 1 or perhaps 2 turns (pseudopod 5 6 splits), the left right bias is 2.1 (pseudopod 2.8), the average run length is ∼9 µm (pseudopod 5 µm), and time of run is ∼75 s (maintained pseudopod 29 s).
At the proximal end of the basal body, the average angle between the triplet vector and the nearest side of nonagon is 10.9°.
The average angle between the head and the tail is also significantly greater (17.5° vs 60.8°; P<0.001) in the transgenic embryos compared with the control embryos (Fig. 5C,D,F).
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Focusing on rings A and C in structures with the best agreement between the experimental and calculated RDCs, the average angles between the corresponding CH vectors of individual rings of 118° ± 7° and 110° ± 9° were found for C4 and S o conformations of ring B, respectively.
Thus, the edge with the greatest number of overlapping reversals is also the edge with the largest average angle between adjoining gradients and would thus be presumed to represent the most likely border between fields.
Hence, the predicted average angle between the tangents at both ends of one segment is around 70°.
As for the observed data, we measured the average angle and distance between each pair of pedestrians, and studied the related pattern of organization.
The comparison with the empirical data was made on the basis of the average angle and distance values between pedestrians given in Table 1.
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