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Q3/Assume a separated flow with no interaction between the phases .Imagine each phase flowing in separate tube of diameter di and de Their combined cross sectional area is assumed to be equal to the area of tube diameter d. Assume the single phase pressure gradients in each of the tubes to be equal and also equal to the frictional two phase pressure gradient. Prove that for laminar flow (n=2) in the following equation: + 3 = $2 Wherea and 1 singl Phas pass DR-DB₂ =DP $² are two phase friction multipliers for gas and liquid respectively.

Q3/Assume a separated flow with no interaction between the phases .Imagine each phase flowing in separate tube of diameter di and de Their combined cross sectional area is assumed to be equal to the area of tube diameter d. Assume the single phase pressure gradients in each of the tubes to be equal and also equal to the frictional two phase pressure gradient. Prove that for laminar flow (n=2) in the following equation: + 3 = $2 Wherea and 1 singl Phas pass DR-DB₂ =DP $² are two phase friction multipliers for gas and liquid respectively.

Elements Of Electromagnetics
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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Q3/Assume a separated flow with no interaction between the phases .Imagine each phase flowing in separate tube of diameter d, and d.Their combined cross sectional area is assumed to be equal to the area of tube diameter d. Assume the single phase pressure gradients in each of the tubes to be equal and also equal to the frictional two phase pressure gradient. Prove that for laminar flow (n=2) in the following equation: +₁=1 Where and 2 Sinyl Phos press DP-DG =0P are two phase friction multipliers for gas and liquid respectively.
Transcribed Image Text:Q3/Assume a separated flow with no interaction between the phases .Imagine each phase flowing in separate tube of diameter d, and d.Their combined cross sectional area is assumed to be equal to the area of tube diameter d. Assume the single phase pressure gradients in each of the tubes to be equal and also equal to the frictional two phase pressure gradient. Prove that for laminar flow (n=2) in the following equation: +₁=1 Where and 2 Sinyl Phos press DP-DG =0P are two phase friction multipliers for gas and liquid respectively.
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