Formula to calculate psi required to deliver gpm through nozzel

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SUMMARY

To calculate the required PSI to deliver 2.5 GPM of water through a 2mm nozzle, one must consider fluid mechanics principles, specifically orifice flow. The mass flow rate is determined by the velocity of the fluid, the cross-sectional area of the pipe, and the fluid density. The user experimented with a 3/4 inch diameter garden hose and found that it delivered only 91 oz/min, significantly less than the required 320 oz/min. A pressure tank filled with water and connected to compressed air may be a feasible solution, but precise PSI calculations are necessary to confirm its effectiveness.

PREREQUISITES
  • Understanding of fluid mechanics principles
  • Knowledge of orifice flow calculations
  • Familiarity with mass flow rate equations
  • Basic experience with pressure systems
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  • Research "orifice flow calculations" for precise PSI determination
  • Learn about "mass flow rate equations" to understand fluid dynamics
  • Investigate "pressure tank systems" for water delivery applications
  • Explore online calculators for "fluid dynamics" to assist in calculations
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Mechanical engineers, fluid mechanics students, and anyone involved in designing water delivery systems for equipment testing will benefit from this discussion.

SALTYFRIES
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I need to build a device to test the water resistance of a piece of restaurant equipment. The device must deliver 2.5 GPM of water through a nozzel with an opening of 2mm. Can someone please give me a formula to calculate the required PSI to deliver the needed volume of water?

Thank you.
 
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The answer to that question largely depends on the configuration of your set up. How much experience do you have with fluid mechanics? For starters, the mass flow (your GPS) is equal to the velocity of the fluid times the cross sectional area of the pipe times the fluid density.
 
I am mostly mechanical and have almost no experience with fluid mechanics. I experimented with 3/4 diameter garden hose, connected to the city water supply, on the end of which was a cap with a drilled 2mm hole. I currently have no practical method to check the pressure of the supply but it delivered 91oz of water per minute, much less than the 320 required. I then had the idea to fill a pressure tank with water and connect compressed air to the tank to increase the pressure, but I do not know how to calculate how many psi would be required and so can't determine if that might be a feasible solution.
 

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