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In this paper, a novel element-free IMLS-Ritz model with Reddy's higher-order shear deformation theory is employed considering four distributions of carbon nanotubes.
Figure 2 shows four distributions of OGI corresponding to different glucose consumption rates, starting from lower values of νGlc(→ c) corresponding to a larger average OGI.
I found that these four distributions of the TFBSs have very similar patterns, showing the robustness of my results (see Fig. 6a).
This resulted for each node in four distributions of probability values that were compared by using an one-way anova, and a Tukey's HSD test (after) was performed when the sampling region effect was significant.
The decrease of the NN function at the right wall for the small fields is clearly seen in the corresponding panel of Fig. 5 that shows vs. the electric field for all four distributions of the BCs.
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Consider two distributions of food.
Consider the two distributions of metric and matter fields related by a hole transformation.
A statistical analysis of the time constants confirms that there are two distributions of time constants.
More than half of households received only one or two distributions of assistance in any form.
More than half of households (56.2%, CI 35.5 75.0) received only one or two distributions of any type of assistance.
Two distributions of dislocations are employed to account for the climb and glide components of displacements.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com