Calculating the Mass Flow Rate for Point C

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jimbo71
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Homework Statement


see attachment


Homework Equations


Av=dV/dt
mass flow rate =roe*dV/dt



The Attempt at a Solution


the velocity at point c is 50m/s and the area of the opening is 0.04m^2. (50m/s)(0.04m^2)(1000kg/m^3)=2000Kg/s
 
Attachments
  • Figure 14.3: diagram of a pressurized cylindrical water tank 10 m tall with point A at the surface, point B at the pipe inlet 5.0 m across, and a pipe narrowing to point C 3 m above B where water exits at velocity v.
    6.jpg
    62.3 KB · Views: 480
Do you think these questions sometimes give you extra information in order for you to show that you know how to sort out the essential from the not useful?
At point B the pipe is wider than at C.
At B will the water be flowing faster, slower, or the same speed as a point C ?
Obviously the same amount of water must pass point B and point C.
So what can we say about the mass flow at B?
 
jimbo71 said:

Homework Statement


see attachment


Homework Equations


Av=dV/dt
mass flow rate =roe*dV/dt



The Attempt at a Solution


the velocity at point c is 50m/s and the area of the opening is 0.04m^2. (50m/s)(0.04m^2)(1000kg/m^3)=2000Kg/s

Looks correct to me.

CS
 
Stewart,
Yes he's right, but the question gives a lot of unnecessary detail and I was trying to see if he was misled by it.
 
I was a little mislead by the simplicity of the problem. Since the 6th grade, I've known some problems give more information than needed.
 
Carid said:
Stewart,
Yes he's right, but the question gives a lot of unnecessary detail and I was trying to see if he was misled by it.

Typically when students give the correct answer it implies that they were not mislead by it! :wink:

CS