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The aim of this work is to identify a proper Computational Fluid Dynamics (CFD) simulation strategy for the calculation of mixing time in stirred tanks for fluids characterised by either Newtonian or non-Newtonian rheological behaviour.
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The modelling of turbulence in non-homogeneous flow condition and some computational aspects related to its simulation are discussed, proposing some strategies for reducing the calculation time.
An algorithm strategy is proposed for the calculation of the state equations obtained to ensure that the numerical results can reveal the surface effects clearly even for extremely thin surface layers.
The performance of the numerical method on this computing system is evaluated and compared with that of other codes described in the literature, as well as with that of the same code implementing a commonly employed strategy for the pseudo-spectral calculation.
Then the calculation strategy for the positioning points and the measuring range is established, and the identification method for the topological relation between surfaces is also researched for improving the measuring efficiency and security.
Moreover, a strategy for diameter calculation is proposed for the dividing wall column, DWC, and double dividing wall column, DDWC, which is based on their distribution of internal flows.
For our blind search strategy, the calculation of the metric or bound M X ̂ ( i ) is needed at each tree node for comparison with the optimal value of objective function, R.
The long and difficult development of place value systems is well documented in the history of mathematics (the introduction of place value in China and India; the migration to Europe through the Arabic culture; the invention of zero; the strategies for mental calculation) and indicates the need to study place value and the base-ten system deeply for understanding.
This strategy made unnecessary the calculation of explicit Blast detectability values for each rate category and made easier the comparison of expected and observed results.
Fieller's theorem is a straightforward alternative strategy for confidence interval calculation without the assumption of a normal distribution for the IV estimate; details on how this is implemented are provided in the Web Appendix.
In the study of turbulence in fluids, for example, a common practical strategy for calculation is to account for the missing small-scale vortices (or eddies) that fall inside the grid cells.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com