Calculating Average Linear Velocity: 1.66m/s to 1.73m/s

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SUMMARY

The average linear velocity calculated from a flow rate of 100 L/min is 1.66 m/s, derived from the equation using a cross-sectional area of 9.61 x 10-4 m2. However, discrepancies arise as the expected value is 1.73 m/s. The discussion emphasizes the importance of minimizing rounding errors in intermediate calculations to achieve more accurate results, particularly when calculating the Reynolds number (Re) subsequently.

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Homework Statement
Water flows through a tubular heat exchanger with a 35mm inner diameter tube at flowrate 100L per min. Calculate Reynold no. Re for the fluid. Temp is 70 degrees celcius. Density is 977kgm-3. Viscosity is 0.0004Pa s.
Relevant Equations
Average linear velocity
Reynold number Re
First i need the average linear velocity

100L/min =
0.1m3/min
0.00167m3/sec

Cross Sec Area = Pie r2
=pie(0.0175m)2
9.61x10-4 m2

0.0016m3/s / 9.61x10x-4m2
= 1.66m/s

But my notes say this should be 1.73 m/s

Once i have the average linear velocity i can calculate Re.
Help appreciated
 
Physics news on Phys.org
Do less rounding in the intermediate steps. You are rounding 1.67 to 1.6 and expecting to get an answer that is correct to the third decimal ...
 
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