Question #218830

 A pitot static tube is used to measure the velocity of air flowing through a duct. The manometer shows a difference in head of 5 cm of water. If density of air and water are 1.13 kg/m3 and 1000

kg/m3, determine the velocity of air. Assume the coefficient of discharge of the Pitot tube as 0.98.


1
Expert's answer
2021-07-20T09:40:39-0400

h=5cm

ρw=1000kg/m3ρa=1.13kg/m3Cv=0.98\rho_w=1000kg/m^3\\\rho_a=1.13kg/m^3\\C_v=0.98

We know that

V=Cv2gh(ρwρa1)V=C_v\sqrt{2gh(\frac{\rho_w}{\rho_a}-1})

Put value


V=0.98×2×9.8×0.05×(10001.131)=28.86m/secV=0.98\times\sqrt{2\times9.8\times0.05\times(\frac{1000}{1.13}-1)}=28.86m/sec


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