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Satisfaction of the primary coordination sphere for a given metal is sufficient to introduce catalytic activity and a given structure may catalyze different reactions dependent on the identity of the incorporated metal.
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The zones obtained are the maximal singularity-free spheres or hyper-spheres for a given centre configuration within a given workspace.
The results for the background-adapted threshold that gave the best quantification for the majority of the spheres for a given SBR were chosen to be presented in the "Results" section.
The threshold level that gave the best quantification of the activity concentration for the majority of the spheres for a given SBR was chosen to be presented in the "Results" section.
For finite objects consisting of spheres our results in [ 10] suggest that a sphere of a given diameter acts roughly like half the period of a periodic pattern.
The threshold level that gave the best quantification of each sphere volume for a given SBR was chosen to be presented in the "Results" section.
It is found that sphere overlap has the largest effect compared to sphere distribution width for a given density.
It was found that, for each sphere in a given bed, V= Vmf+C U-Umf V= Vmf+C U-Umf C was up the10 times larger for bubbling beds than slugging beds.
In addition, for a given sphere diameter, FCC packing featured larger equilibrium capacitance than SC packing.
The coefficient of variation (COV) of RCs for each hot sphere VOI and day of imaging (8 VOI measurements per COV) was used to quantify both inter- and intra-center variability: {mathrm{COV}}_{i,n}left(%right)=frac{sigma_{i,n}}{mu_{i,n}}times 100 (2)where σi, n is the standard deviation and μi, n is the mean of RCs for a given sphere size (i) and day of imaging (n).
Here, we present a method to (a) fabricate and characterize cantilevers with colloidal probes and (b) provide a guide for estimating the spring constant and the sphere diameter that should be used for a given sample to achieve the highest possible measurement sensitivity.
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