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This paper aims to evaluate different methodologies and equations proposed to ensure self-cleaning in sewer and pluvial pipes systems design.
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These diagrams can be used directly to improve the prediction and design of the lubrication quality and the regimes of the macro-scale contacts by employing a currently used, conventional methodology and equations.
The methodology and equation we used can be found in the Methods section of the manuscript, in the subsection headed "In vitro PERK kinase assay".
Micromechanics of the fibers were obtained using Hirsch model, Bowyer Bader methodology and Kelly Tyson equations.
A questionnaire was the primary research methodology and structural equation modeling was employed to test the hypotheses.
The response surface methodology and optimized polynomial equations were used to select the optimal formulation with desired responses.
Response surface methodology and optimized polynomial equations were used to select optimal formulation i.e. 1.36%W/V of X1 and 13.9 min of X2 to get desired response Y1; 727.97 nm, Y2; 95.59% and Y3; 8.67 min that were in reasonable agreement with observed value.
Response surface methodology and optimized polynomial equations were used to select the optimal formulation i.e. 0.2% W/V of X1 and 1 42 of X2 to get the desired response Y1; 636.78 nm, Y2; 95.24% and Y3; 7.09min that were in reasonable agreement with the observed value.
While our results used the contraction scour equation, the methodology and the subsequent interpretation of the results would not change if a different scour equation was selected.
Finally, after the experiments, it was possible to evaluate the experimental methodology used, the equations, the variables of data adjustment and thus enable the validation of the methodology used as a tool for DFM with high potential return on product quality, development time and reliability of the process with wide application in various CNC Machines.
The methodology proposed in Equations 1, 2, 3, 4, 5, 6, 7 and 8 has been used to estimate the hourly and daily average of monthly global solar radiation on a horizontal surface as a function of position and location.
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