It would be ideal to use a nanometer-order diameter wire to demonstrate the Hall measurement; however, verification with a 4-μm-diameter microwire was performed first, which is predicted to give almost the same Hall coefficient as that of the bulk.
In general, the size of a connected component (S, the number of edges) decreases with the second-order diameter (D), defined as the largest pairwise second-order distance.
We show that a known tight lower bound on the eccentric connectivity index for a tree T, in terms of order and diameter, is also valid for a general graph G, of given order and diameter.
Results showed the presence of heterogeneity in decomposition rates within fine-root architecture, and this pattern was influenced by classification methods (root order or diameter class).
In addition, when the condition holds, the m vertex-disjoint shortest paths can be constructed in O(mn) time, which is optimal in the worst case when O(n) ≤ the order of diameter.
The results show that among the configurations of vortex finder, the effects of the parameters on the separation sharpness follow the order: the diameter (highest) > vortex finder length > the thickness (lowest).
In this order, the diameter of the particles rises from 35 Å to 6 μm, the TAG content increases from 2%to88%88 % d.w., and the protein, cholesterol, and phospholipid contents decrease.
Hence, particles which are larger than μm-order in diameter are difficult to be manipulated with MHz-band ultrasound.
Sakha 53 was ranked in the first order in stem diameter, head diameter, 100-seed weight, seed weight plant−1, flowered late and hence seed yield fad.−1 as well as seed oil content whereas, Giza 102 characterized with its contained the highest proportion of oleic and linoleic unsaturated fatty acids.
Resulting errors are of the order of the diameter of the asteroid.
