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FLUID MECHANICS
Problem Set:

  1. A large tank as shown contains air, gasoline      3. Water is siphoned from a container as shown.
     at (0.70), water and oil (0.82). If the              Calculate the volume flow rate at point 2 and
     pressure of air as shown in the gage is 130          the pressure at point A. (Assume no friction
     kPa, calculate the velocity and mass flow rate       losses at any point).
     at point 1. (Assume no friction losses at any
     point).




                                                       4. Water is flowing at 100 L/s through a
                                                          horizontal venturi meter as shown. Find the
  2. For the water shooting upward through a pipe         deflection, h of mercury in the differential
     as shown, solve for the velocity at point B and      manometer attached. (Assume no friction
     the height of water will shoot. (Assume no           losses at any point).
     friction losses at any point).




                                                       5. If the velocity at point A is 25 meters per
                                                          second, compute for the velocity at point C
                                                          and the pressure at point B. (Assume no
                                                          friction losses at any point).
Bernoulli's equation2
Bernoulli's equation2
Bernoulli's equation2
Bernoulli's equation2
Bernoulli's equation2

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Bernoulli's equation2

  • 1. FLUID MECHANICS Problem Set: 1. A large tank as shown contains air, gasoline 3. Water is siphoned from a container as shown. at (0.70), water and oil (0.82). If the Calculate the volume flow rate at point 2 and pressure of air as shown in the gage is 130 the pressure at point A. (Assume no friction kPa, calculate the velocity and mass flow rate losses at any point). at point 1. (Assume no friction losses at any point). 4. Water is flowing at 100 L/s through a horizontal venturi meter as shown. Find the 2. For the water shooting upward through a pipe deflection, h of mercury in the differential as shown, solve for the velocity at point B and manometer attached. (Assume no friction the height of water will shoot. (Assume no losses at any point). friction losses at any point). 5. If the velocity at point A is 25 meters per second, compute for the velocity at point C and the pressure at point B. (Assume no friction losses at any point).