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In addition to the defect concentration obtained from the intensity ratio of the D/G band, from Raman spectroscopy, the CNT diameter was estimated using the splitting of the G− and G+ peaks [12].
In addition, endosteal diameter was estimated using the algorithm described by Thomas J. Beck [ 29].
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The conducting filament diameter is estimated using a new method under a constant current stress of 80 μA (Figure 7).
From the burn times, particle diameters were estimated using correlations reported in the literature.
The mean PSf fiber diameters were estimated using image analysis J software and calculated by selecting 100 fibers randomly observed on the SEM image.
Otherwise, the diameters were estimated using begin{aligned} D = {1130 over sqrt{p_R}} 10^{-H_R/5}, end{aligned} (1 where D is the diameter in km, (H_R) is the R band absolute magnitude, (p_R) is the R band geometric albedo, and the conversion constant of 1130 is from Jewitt et al.
The inset NW's diameter distribution was estimated using top-view image of scanning electron microscopy (SEM).
The effect of the variation in DTC on the diameter of the nanofibers was estimated using the particle size distribution (diameter), as illustrated in Fig. 9, and the values are tabulated in Table 2.
The diameter of the rosette was estimated using ImageJ after enclosing the entire rosette in a rectangular selection.
Woody debris (> 2.5 cm in diameter; < 2.5 cm in diameter was considered forest floor) was estimated using the line intersect sampling method.
Measurements were made of the anteroposterior, transverse, and superoinferior diameters and prostate volume was estimated using the formula for a prolate ellipsoid, π/6 (transverse × anteroposterior × superoinferior) [ 15].
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