Show by dimensional analysis that this leads to the loga rithmic overlap relation (6.28). The following turbulent flow velocity data u(y), for air at 24°C and 1 atm near a smooth flat wall were taken...

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Show by dimensional analysis that this leads to the loga<br>rithmic overlap relation (6.28).<br>The following turbulent flow velocity data u(y), for air at<br>24°C and 1 atm near a smooth flat wall were taken in the<br>University of Rhode Island wind tunnel:<br>Y, mm<br>0.64<br>0.89<br>1.19<br>1.40<br>1.65<br>и, m/s<br>15.6<br>16.5<br>17.3<br>17.6<br>18.0<br>Estimate (a) the wall shear stress and (b) the velocity u at<br>y = 5.6 mm.<br>

Extracted text: Show by dimensional analysis that this leads to the loga rithmic overlap relation (6.28). The following turbulent flow velocity data u(y), for air at 24°C and 1 atm near a smooth flat wall were taken in the University of Rhode Island wind tunnel: Y, mm 0.64 0.89 1.19 1.40 1.65 и, m/s 15.6 16.5 17.3 17.6 18.0 Estimate (a) the wall shear stress and (b) the velocity u at y = 5.6 mm.

Jun 11, 2022
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