Given a portion of a water supply pipe network system below. Determine the actual flow in each pipe and the respective head losses. Assume flow in pipes AB and BC in loop Il and I respectively equal...


Given a portion of a water supply pipe network system below. Determine the actual<br>flow in each pipe and the respective head losses. Assume flow in pipes AB and BC in<br>loop Il and I respectively equal to 0.142 m/s clockwise and 0.038 m/s clockwise for<br>the first trial. Use Manning's Equation with n = 0.011.<br>Length (m)<br>700<br>800<br>Diameter (cm)<br>Pipes<br>AB<br>30<br>BC<br>15<br>CD<br>1100<br>25<br>DE<br>650<br>35<br>EA<br>300<br>10<br>BD<br>1500<br>10<br>Qq = 0.15 m'ls<br>QA = 0.10 m/s<br>Qc = 0.10 m'/s<br>Loop I<br>Loop II<br>E<br>A<br>Q = 0.15 m'/s<br>

Extracted text: Given a portion of a water supply pipe network system below. Determine the actual flow in each pipe and the respective head losses. Assume flow in pipes AB and BC in loop Il and I respectively equal to 0.142 m/s clockwise and 0.038 m/s clockwise for the first trial. Use Manning's Equation with n = 0.011. Length (m) 700 800 Diameter (cm) Pipes AB 30 BC 15 CD 1100 25 DE 650 35 EA 300 10 BD 1500 10 Qq = 0.15 m'ls QA = 0.10 m/s Qc = 0.10 m'/s Loop I Loop II E A Q = 0.15 m'/s

Jun 11, 2022
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