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Statement of a problem № 336

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The cross-sectional radius of a pipeline decreases gradually as r = r0·e^(-ax), where a = 0.50 m-1, x is the distance from the pipeline inlet. Find the ratio of Reynolds numbers for two cross-sections separated by dx = 3.2 m.

Solution:
The cross-sectional radius of a pipeline decreases gradually as r = r0·e^(-ax),

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