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Design sensitivity analysis showed increasing the height and upper diameter of the scaffold can tremendously reduce the TD and EQV of the model, while increasing the bottom diameter of scaffold can, to some extent, reduce the EQV in post.
The optimal scaffold adopted a slightly tapered shape with the upper diameter of 4.9 mm, bottom diameter of 3.4 mm; the length of the optimized scaffold shape was 9.4 mm.
In the analysis, the volumes of the tally trees were estimated using this simple model (10), while for the subsample trees the above mentioned measured volumes were used, to describe the effect of not measuring the height and upper diameter of each tree in the plot.
The pore is funnel-shaped, with a large upper diameter of 11 Å and a constriction of 5 Å diameter at the 2′ and −2′ level.
In one sense, the NPC can be considered a framework that provides the correct positioning of the FG repeats, flanking and filling the central tube while defining the upper diameter of the central tube and the cargoes that transit through it (Rout and Aitchison 2001; Rout et al. 2003; Hetzer and Wente 2009; Walde and Kehlenbach 2010).
Hence, the central hole is arranged in a manner similar to a funnel with an upper diameter of approximately 70 Å and a bottom diameter of approximately 25 Å (Fig 2D,E; supplementary movie online), indicating the possibility of different functions for each side of the complex.
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An upper diameter limit of 10 mm was employed for non-reamed nails.
In total, 18 test areas were measured, together with the planar coordinates of the trees (with d1.3 ≥ 2.5 cm) mapped with tachymeter (SOKKIA SET 4C), as well as d1.3 (in two perpendicular directions), height (h, m), and upper diameter at a height of 6 m (d6, cm) (for trees ≥ 8 m tall).
We set an upper diameter limit for a CMBs of 8 mm; a previous study suggests that intracerebral haemorrhage volume (at least in CAA) has a bimodal distribution with a cut off of about 5.7 mm diameter [7], [21], [22].
Results show that changing upper end diameter of tubes has great impacts on their energy absorption capacity, but sensitivities of SEA to geometrical parameters and cross-section shapes differ depending on materials of tubes and foam filling.
The Kozak (2004) taper model was selected for further analysis because it produced the smallest root mean squared error among the five models used to predict upper stem diameter of Douglas-fir trees in all datasets and comparable RMSEs for western hemlock trees.
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