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In order to fully understand the mechanism of heat transfer enhancement, the flow and heat transfer in the microchannel with single- and double-row slant rectangular ribs are numerically simulated at Reynolds number ranging from 62.5 to 625.
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Flow enhancement is generally defined as, ε slip = Q slip / Q HP, the ratio of the observed to predicted fluxes, and thus L s has an obvious effect on any enhancement in the flow.
Presence of bubbles also led to enhancement in the flow field isotropy ratio due to upward acting buoyancy force.
Similarly, Lee worked on a two-stage system, integrated from two single-stage systems (Lee et al. 2013, 2014), and also showed an enhancement in the flow rates.
If the filament displacement, normalized by the centre-to-centre separation between filaments, is ε, the enhancement in the flow rate through the enlarged opening in the fabric is given by approximately 2ε.
Presence of the particle led to enhancement in the flow field isotropy ratio and this ratio was found to be more dependent on the particle size compared with grid Reynolds number.
Therefore, a lasting heat transfer enhancement by the flow-induced vibration can be achieved.
The proposed model can be used to simulate and systematically analyze mass transfer enhancement caused by the flow induced by a pair of electrodes.
Electrochemical filtration using three-dimensional carbon nanotube (CNT) networks has been reported to increase the electrooxidation rate of aqueous pollutants due to convective mass transfer enhancements resulting from the flow through the electrode.
The flow enhancements were defined as enhancements with a peak at least 500 m/s larger than the flows in the surrounding region and a flow channel width less than 1000 km, which is typical size of background polar cap convection pattern.
The flow enhancement is defined as the ratio ε μ = Q μ / Q HP.
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