-Energy equationFor steady incompressible flow for one Inlet and one outlet systemPower form:WAIn terms of Heads:PAP.X 2gshmgh, POR..Reynolds NumberRe=Power = mass flux g hight: = mghWighPInertial forces V.,DViscous forcesPD. -Formula sheet44, Cross sectional areP Print2100 Res 4000+α +²₂++h₂VDpVDFlow in circular pipesRe 2300 laminar flowtransitional flowRe 4000 turbulent flow2x"+1+E₁Determine:a. The length of segment B (La).b. The total pressure drop (pi-P2).ChWelkePDLevve AutL = 250 mOCorrection Factor:o Laminar pipe flow : a = 2o Turbulent flow in a pipe: a = 1150 mсBeter AuQuestion 1For the horizontal series-parallel system of the figure below, all pipes are 7 cm diameterasphalted cast iron (r= 0.12 mm) filled with water at 20°C (- 998 kg/m', -0.001 kg/m.s).The total flow rate is Q-0.0269 m/s, the lengths of segments A and Care LA-250 m and Le- 150 m, and velocity in segment A is l'A- 2.04 m/s. Neglect all minor losses.A(hem24.

Answered: Image /qna-images/answer/d878e7c4-e545-426c-8b08-c81812d70c48.jpg

For the horizontal series-parallel system of the figure below, all pipes are 7 cm diameter asphalted cast iron (e-0.12 mm) filled with water at 20°C (-998 kg/m'.-0.001 kg/m.s). The total flow rate is Q-0.0269 m/s, the lengths of segments A and Care LA-250 m and Le - 150 m, and velocity in segment A is l'A-2.04 m/s. Neglect all minor losses.

For the horizontal series-parallel system of the figure below, all pipes are 7 cm diameter asphalted cast iron (e-0.12 mm) filled with water at 20°C (-998 kg/m'.-0.001 kg/m.s). The total flow rate is Q-0.0269 m/s, the lengths of segments A and Care LA-250 m and Le - 150 m, and velocity in segment A is l'A-2.04 m/s. Neglect all minor losses.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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