Solving the Network of Pipes: Two Possible Answers?

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The discussion revolves around solving a network of pipes using two different equations for flow rates, leading to two different head values at the junction. The first approach yields a head of 25.2 with a delta Q of 3x10^-3, while the second approach results in a head of 28 with a delta Q of 0.07. The participant questions whether it is valid to have two different answers based on the flow configuration and seeks clarification on which method is correct. Additionally, there is confusion regarding the assumption of the junction's height from the datum and whether a new thread should be created for further questions. The conversation highlights the complexities of fluid dynamics and the importance of consistent assumptions in problem-solving.
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Homework Statement


in this network of pipe , the author make the attempts to solve it using ( Q1 = Q2 + Q3) , so delta Q = Q1 -(Q2 +Q3) , the value of head of junction that he gt is 25.2 , with delta Q = (3x10^-3) ( not shown in the working)

Homework Equations

The Attempt at a Solution


however, when i tried to solve it using ( Q1 + Q2 = Q3) , which means ( Q1 +Q2 - Q3 ) , thae ans that i gt is hj = 28 , with delta Q = 0.07 [/B]

P/s : we have to find the delta Q = 0 for the ans so that water from inlet = water from outlet
so , question has two ans depending on the flow of water ? or i am wrong ?
 

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is it wrong to have 2 answer for such question ,
i find it work by using ( Q1 = Q2 + Q3) and ( Q1 + Q2 = Q3)
 
Anyone can comment ?
 
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i have done this question in 2 ways , which is ( Q1 - (Q2 + Q3) ) and ( Q1 +Q2 - Q3 ) which is correct ? or both are correct ? please refer to post 1
 
pls ignore the question i posted above ...
now , i have new question with the same figure..
from the diagram , we know that the junction is lower than the pipe at B . why the author want to make an assumption that the junction is located at 20m from the datum ? is it correct to do so ?
 
  • #10
can i start a new thread and delete this thread ? how to delete this thread ??
 

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