Engineering hydraulics question

AI Thread Summary
To determine the pressure at Point A, the Bernoulli equation is applied, considering the elevation difference and head loss. The flow rate of 800 gpm through a 6-inch diameter pipe is given, but the velocity (V) needs to be calculated to proceed. The user is uncertain how to find the velocity, which is essential for solving the pressure at Point A given that the pressure at Point B is 50 psig and 60 ft higher. Clarification on the conversion of flow rate to velocity and the implications of pressure measurements in psig is also necessary. The discussion emphasizes the importance of understanding fluid dynamics principles to solve the problem effectively.
mohamadali
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Homework Statement



Points A and B are separated by 3000 ft of new 6-in schedule-40 steel pipe. 800 gpm of 60 deg F of water flow from point A to point B. Point B is 60 ft above point A. What must be the pressure at Point A if the pressure at B must be 50 psig?


Homework Equations



PA/ρg + VA2/2g + ZA = PB/ρg + VB2/2g + ZB + hf
Since, VA = VB and ZA=0, Bernoulli equation can be simplified to:

PA/ρg = PB/ρg + ZB + hf

The Attempt at a Solution



I am stuck at this point if anyone can help I would greatly appreciate it
 
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For Bernoulli you need V, so how would you go about finding V? If you had v you'd be home free, no?

(I assume 6" pipe means 6" diameter. And watch out for p given you as "psig").
 

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