Steady Flow Energy Equation for a Water Pump

AI Thread Summary
The discussion centers on simplifying the Steady Flow Energy Equation for a water pump with one inlet and one outlet. The equation in question is Q^ = W^ + m^[(h2 - h1) + 1/2 (c22 - c12) + g(z1 - z2)]. A participant seeks confirmation on their simplification attempt and whether it accurately reflects the situation. Feedback indicates that the simplification appears correct, but it's important to remember to include the Δp/ρ term. The conversation emphasizes clarity in understanding the energy terms involved in the equation.
KingDaniel
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Homework Statement


I'm not too sure about my attempt to this question, but what is the simplified Steady Flow Energy Equation for a water pump that has one inlet at the bottom and one outlet at the top, and a work input?

Homework Equations


Q^ = W^ + m^[(h2 - h1) + 1/2 (c22 - c12) + g(z1 - z2)]

The Attempt at a Solution


I have attached a picture of my attempt to the solution to this thread.
IMG_0474.JPG
 
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Is there a question here?

Chet
 
Yes, my question, as stated already, is

KingDaniel said:
what is the simplified Steady Flow Energy Equation for a water pump that has one inlet at the bottom and one outlet at the top, and a work input?

My attempt to the solution along with the picture of what I'm talking about is attached too...as well as the steady-flow energy equation that I need to be simplified for this particular situation.
Is my simplification correct? If not, please advise further
 
Last edited:
Yes. It looks like what you did is correct. With regard to the Δh, don't forget to include the Δp/ρ term.

Chet
 
@Chestermiller , okay, but isn't that already included, as h = u + pv ?
 
KingDaniel said:
@Chestermiller , okay, but isn't that already included, as h = u + pv ?
Yes. But some people would have just written Δh=CΔT. Since I don't know you, I was unaware of whether you might make that mistake.

Chet
 

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