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A mathematical model was developed for the RO module assuming a solution diffusion mechanism for solute and solvent transport through the membrane and considering the concentration and pressure to be uniform on both permeate and retentate sides.
A set E from a separable Banach space X is relatively compact if and only if for any sequence of linear continuous functionals that converge to zero at each point f n ( x ) → 0, ∀ x ∈ X, (4.4). the convergence (4.4) would be uniform on the E. Lemma 4.5 Suppose (1.3) holds.
However, distribution of these motifs was found to be uniform on the R. solanacearum megaplasmid, a surprising (and unexplained) result that could be related to the involvement of replication mechanisms that differ between the 2 replicons.
Because it is known that sequence coverage will not be uniform on all the exons, we only analysed the common variant alleles that were detected in three samples.
All priors were assumed to be uniform on a natural scale, including the effective population size in the recipient at transmission N R τ(t trans ).
Due to the uneven surface of the bone structure, the thickness of the alginate film cannot be proven to be uniform on the surface of the bone.
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If one of the two convergences in Definition 4 is uniform on (mathbb{R}), then f becomes almost periodic.
Each parameter was sampled from a distribution being uniform on the logarithmic scale, with a sampling area reaching from one half to double the default value.
Induced residual stress field was uniform on the top surface and was enhanced with the increase of overlapping rate.
The bezel is uniform on all four sides.
where the convergence is absolute and uniform on ℝ and it is uniform on compact sets of ℂ, cf. [6 8].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com