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The simulations of the alloys considered show good agreement with the expected macroscopic fluid flow behavior.
The capillary number should be employed appropriately based on the scale and fluid flow behavior.
Varying microfluidic channel cross-sectional geometry can dramatically alter fluid flow behavior, particularly for capillary-driven flow.
A mathematical model is firstly developed to numerically investigate fluid flow behavior in time and space domain.
The basic physical characteristics including the heat transfer and fluid flow behavior of this sensor have been analyzed and discussed.
The simulations show that fluid flow behavior in a spacer-filled flat and a spiral channel was not significantly different.
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However, the non-dimensional velocity and temperature can become steady after the second pitch and is similar to the fluid flow behaviors at low temperature.
The fluid flow behaviors in this type of reservoir are complex due to multiple flow paths through the matrix, fractures and vugs.
The results show that the 3-D physical model can be used to systematically and comprehensively investigate the fluid flow behaviors during the oil displacement process.
A recent numerical investigation concerning with the fluid flow behaviors of nanofluid via a two-phase approach was conducted by Behzadmehr et al. [26], they had clearly shown that the presence of nanopowder can absorb the velocity fluctuation energy and reduce the turbulent kinetic energy as well.
Attempts were also made to develop an unsteady-state operated TBR model based on a plug-flow model incorporating fluid flowing behaviors, three-zone partial wetting catalyst, vapor liquid phase equilibrium and enthalpy balance, to predict the overall performance under unsteady-state operations.
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