Consider that the head loss due to friction in the pipe is estimated using the following equation:32µLvhiYD2in which h, = head loss due to frictionLLength of flow streampipe diameteraverage velocity of flowviscosity coefficient.For this equation to be dimensionally correct, is µ the kinematic viscosity or the dynamic viscosity ofthe liquid? Justify your answer using dimensional analysis. Then, comment on whether the aboveequation is suitable to use if the Reynolds number of the pipe flow is 2000? If not, then state brieflyon how would you estimate the head loss due to friction?

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For this equation to be dimensionally correct, is u the kinematic viscosity or the dynamic viscosity of the liquid? Justify your answer using dimensional analysis. Then, comment on whether the above equation is suitable to use if the Reynolds number of the pipe flow is 2000? If not, then state briefly on how would you estimate the head loss due to friction?

For this equation to be dimensionally correct, is u the kinematic viscosity or the dynamic viscosity of the liquid? Justify your answer using dimensional analysis. Then, comment on whether the above equation is suitable to use if the Reynolds number of the pipe flow is 2000? If not, then state briefly on how would you estimate the head loss due to friction?

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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