Question: Write a short note on Moody's diagram
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Write a short note on Moody’s diagram.

(5 Marks) May-2018

Subject Fluid Mechanics 2

Topic Turbulent Flow

Difficulty Low

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modified 19 days ago  • written 9 weeks ago by gravatar for Tarashankar Sharma Tarashankar Sharma0
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  • A comprehensive documentation of the experimental and theoretical investigations on the laws of friction in pipe flows has been presented in the form of a diagram, as shown in Fig. A, by L.F. Moody to show the variation of friction factor, f with the pertinent governing parameters, namely, the Reynolds number of flow and the relative roughness of the pipe. This diagram is known as Moody's Chart which is employed till today as the best means for predicting the values of f.
    • The friction factor f at a given Reynolds number, in the turbulent region, depends on the relative roughness, defined as the ratio of average roughness to the diameter of the pipe, rather than the absolute roughness. For moderate degree of roughness, a pipe acts as a smooth pipe up to a value of Re where the curve of f vs Re for the pipe coincides with that of a smooth pipe. This zone is known as the smooth zone of flow .
    • The region where f vs Re curves (Fig. A) become horizontal showing that f is independent of Re, is known as the rough zone and the intermediate region between the smooth and rough zone is known as the transition zone.
    • The position and extent of all these zones depend on the relative roughness of the pipe. In the smooth zone of flow, the laminar sublayer becomes thick, and hence, it covers appreciably the irregular surface protrusions. Therefore all the curves for smooth flow coincide. Figure A
    • With increasing Reynolds number, the thickness of sublayer decreases and hence the surface bumps protrude through it.
    • The higher is the roughness of the pipe, the lower is the value of Re at which the curve of f vs Re branches off from smooth pipe curve (Fig. A).
    • In the rough zone of flow, the flow resistance is mainly due to the form drag of those protrusions. The pressure drop in this region is approximately proportional to the square of the average velocity of flow. Thus f becomes independent of Re in this region.
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written 19 days ago by gravatar for Tarashankar Sharma Tarashankar Sharma0
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