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Exact(23)
Therefore, theoretically four times more crystalloids should have the same volume expanding effect as colloids [8].
Both the nanofluids have the same volume fraction of 1.5% and have similar average particle size.
It is important to note that all these simplices have the same volume.
In the present case, these simplices have the same volume equal to (operatorname{vol}(mathcal{A})/(n+1)).
According to Starling's "Three-compartment model", four-times more crystalloids have the same volume effect as colloids.
According to Starling's "3-compartment model", 4-times more crystalloids should have the same volume effect as colloids.
Similar(37)
Since both fundamental domains have the same volumes, that is, det (F C C ) = vol (V 0 ), and the integrands restricted to these balls are identical, that is, J Ω F C C | B 1 / 2 (0 ) = J Ω H C P | B 1 / 2 (0 ), we can conclude that grid modules comprising F C C or HCP -like symmetries have the same FI.
The BART trains that would usually pick up if bridge traffic is light had the same volume, he added.
All particles had the same volume, while the discs and rods had nearly the same sphericity.
All three blends had the same volume fraction as the original HIPS.
The reference system has the same volume as the sorption system, but the interaction with the solid surface is neglected.
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