Sentence examples for surface agglomeration from inspiring English sources

Exact(1)

Electrochemically synthesized ZnO (plates of 4 5 μm in height and 100 150 nm in width) electrodes are dipped intentionally in N3 and HMP-2 dyes for 20 h so as to observe large surface agglomeration effect for ZnO/N3 system.

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It is confirmed that the bimetallic PtMo NPs, with a small particle size, are successfully immobilized and well distributed on the FTO surface without agglomeration.

Results indicated that Zn ferrite particles were distributed on MWCNTs surface with agglomeration, and MWCNTs crucially affected the magnetic properties of Zn ferrite/MWCNTs composite.

By controlling the size, shape, surface, and agglomeration state of the NPs, specific ion release profiles can be developed for any given application.

A soot transport and finite-rate kinetics model accounting for soot nucleation, surface growth, agglomeration, and oxidation is used.

Environmental scanning electron microscopy (ESEM) images showed that the NPs distributed homogeneously on the membrane surface without agglomeration.

One has to consider not only size, but also such a parameters as crystallite shape; nanoscopic structure; crystallographic orientation of nanocrystallites planes, forming gas sensing surface; film agglomeration; phase composition; surface architecture.

Based on established mechanisms, this model includes submodels for precursor coagulation, growth, and consumption, as well as soot nucleation, surface growth, agglomeration, and consumption.

In the natural environment, NPs can undergo transformation in their size, shape, charge, surface coating, agglomeration rate, density, and other properties thereby affecting their biological fate, mobility, and bioavailability [3, 13].

This may be due to functionalization of graphene and uniform dispersion of small sized (<10 nm) TiO2 NPs onto CD@GNS <span class="lh">surface without agglomeration which brings about supramolecular host-guest interactions.

The second soot model involves transport equations for soot mass fraction and soot number density, which include finite rate source terms to account for soot nucleation, surface growth, agglomeration, and oxidation.

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