Determine ho and Side flow rate and the power loss using the following
given parameters: Temperature = 62 C, N = 40 rev/s, W = 2 kN (bearing
load), r = 20 mm, c = 0.04mm, and l = 3.2 cm
velocity
V=2πN60=2π4060=4.19msecV = \frac{2\pi N}{60} =\frac{2\pi 40}{60} = 4.19 \frac{m}{sec}V=602πN=602π40=4.19secm
flow rate
Q=π4D2V=π4×0.042×4.19=0.0053m3secQ = \frac{\pi}{4}D^2 V = \frac{\pi}{4}\times 0.04^2 \times4.19 =0.0053 \frac{m^3}{sec}Q=4πD2V=4π×0.042×4.19=0.0053secm3
Darcy’s equation to calculate the loss
hL=f×LD×v22g .h_L=f\times \frac{L}{D}\times \frac{v^2}{2g} \,.hL=f×DL×2gv2.
hL=0.00004×0.0320.04×4.1922×9.81=2.86×10−5m=0.0286mm .h_L=0.00004\times \frac{0.032}{0.04}\times \frac{4.19^2}{2\times9.81} = 2.86\times10^-5 m =0.0286mm \,.hL=0.00004×0.040.032×2×9.814.192=2.86×10−5m=0.0286mm.
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