Piping system with many nozzles - Flow, pressure and pipe dimensions? -- 2

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Greetings. To determine the required pipe diameters and the necessary pump pressure, we can use the Hazen-Williams equation, which is commonly used for fluid flow in pipes. First, we need to calculate the flow rate through each cluster when only one is open. Since there are 132,000 l/h of water and 25 clusters on each side, the flow rate through each cluster when only one is open is: 132,000 l/h / (25 clusters * 2) = 2,640 l/h Next, we can calculate the velocity of water through the pipes using the following equation: v = 1.318 * (Q/C)^0.63 * d^0.54 where: v = velocity of water (m/s) Q = flow rate through one cluster (m^3/s) C = Hazen-Williams coefficient for UPVC pipes (150) d = diameter of pipe (m) We want the velocity to be less than 2 m/s to reduce friction and pressure loss, so we can rearrange the equation to solve for the minimum pipe diameter: d = (v / (1.318 * (Q/C)^0.63))^1/0.54 Plugging in the values, we get: d = (2 m/s / (1.318 * (2,640 l/h / 3,600,000)^0.63))^1/0.54 d = 0.032 m = 32 mm Therefore, the minimum pipe diameter for each cluster is 32 mm. If you are interested we can discuss the further. Feel free to message me. Best Regards.

Simulation and analysis will be done using EPANET. Most cost effective and working diameter will be provide for the pump.

You can build a small dam and hold the water in it, and make small holes in it, you can connect pipes in it, and if you want to pump more and more water into the dam, it generates an electric current.