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Loschmidt's result for the diameter of an atom was approximately 10−8 cm.
This figure gives us an estimate for the diameter of the hazy ball that these sites and links form.
We write (h_{E}) for the diameter of a boundary (Einmathcal{E}_{h}).
Figure 3 Statistics for the diameter of the ZnO-PVP composite nanofibers.
Correction factor to account for the diameter of the core samples.
However, the manual inspection gave inaccurate results for the diameter measurement of the specks.
In order to prove the main result for the diameter of the equilibrium networks, we provide the following lemmas.
The Poissonian standard deviations σ p for the diameter and length distributions are 5.3 and 37.5 nm, respectively.
Average values between 3 and 2.5 nm at the C-carbon backbone are found for the diameter of the channels.
Experimental measurements have shown an error of up to 2% for the length measurement and 1% for the diameter measurement.
Approximate solutions for the diameter of the principal construct are obtained for each case using Bejan's intersection of asymptotes method.
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