Prandtl Pitot tube was used to measure the velocity of a fluid of specific gravity S1. The differential manometer, with a fluid of specific gravity S2 connected to the Pitot tube recorded a level difference as ‘h’ as shown in figure below. The velocity V is given by the expression

Question

Prandtl Pitot tube was used to measure the velocity of a fluid of specific gravity S1. The differential manometer, with a fluid of specific gravity S2 connected to the Pitot tube recorded a level difference as ‘h’ as shown in figure below. The velocity V is given by the expression

TuteeHUB · Accepted Answer

$\sqrt {2gh\left( {{S_1} - {S_2}} \right)} $

TuteeHUB · Answer

$\sqrt {2gh\left( {\frac{{{S_1}}}{{{S_2}}} - 1} \right)} $

TuteeHUB · Answer

$\sqrt {2gh\left( {\frac{{{S_2}}}{{{S_1}}} - 1} \right)} $

TuteeHUB · Answer

$\sqrt {2gh\left( {{S_2} - {S_1}} \right)} $

1.	Prandtl Pitot tube was used to measure the velocity of a fluid of specific gravity S1. The differential manometer, with a fluid of specific gravity S2 connected to the Pitot tube recorded a level difference as ‘h’ as shown in figure below. The velocity V is given by the expression
A.	\(\sqrt {2gh\left( {\frac{{{S_1}}}{{{S_2}}} - 1} \right)} \)
B.	\(\sqrt {2gh\left( {\frac{{{S_2}}}{{{S_1}}} - 1} \right)} \)
C.	\(\sqrt {2gh\left( {{S_1} - {S_2}} \right)} \)
D.	\(\sqrt {2gh\left( {{S_2} - {S_1}} \right)} \)
Answer» C. \(\sqrt {2gh\left( {{S_1} - {S_2}} \right)} \)

Prandtl Pitot tube was used to measure the velocity of a fluid of specific gravity S1. The differential manometer, with a fluid of specific gravity S2 connected to the Pitot tube recorded a level difference as ‘h’ as shown in figure below. The velocity V is given by the expression

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