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This post was last edited by sxf1028102800 on 2015-11-2 at 19:11. Water is transported to the atmospheric pressure tank using a 0.8MP pump via DN100 pipes; what is the maximum volume of water that can be transported (at a reasonable flow rate)? Bonus points
Calculated at a flow rate of 25 m/s, 25*3600*3.14*0.05*0.05=706.5 m3/h
That’s the flow rate of gas; how could the flow rate of liquid be that high? The flow rate of the gas can even be higher.
How could it reach 25 m/s...
A flow rate of 5 m/s is already quite fast; convert it by yourself
Cross-sectional area times time = 28.27; multiplied by the optimal flow rate of 1.5 to 2.2, the average value is around 50 cubic feet per hour
0.8MP pressure; DN100 pipe diameter ; You can walk more than 700 units of water distance ; Hahaha ; That’s really not easy ; It’s necessary to reach over 700 ; The diameter should be at least DN350
Do the delivery distance and height have an impact? I remember that with a 38 pump at a height of 6 meters, the pressure for short-distance delivery doesn’t exceed 0.6 MP; it’s roughly one cubic meter per minute
A flow rate of 1.5 to 2 is considered reasonable for water
This depends on the pump you choose. Since this pipe is not a drainage pipe, it’s not possible to calculate the flow rate based on velocity; the flow rate will be determined by the size of the pump you select.