To estimate the gallons per minute (GPM) flow rate of a 1.75-inch pipe at 70 psi, you can use the Hazen-Williams equation or consult flow rate tables specific to pipe sizes. Generally, a 1.75-inch pipe at 70 psi can yield approximately 150-200 GPM, depending on factors like pipe material and length. For precise calculations, consider specific conditions such as friction losses and fittings in the system.
To calculate gallons per minute (GPM) in a 3-inch pipe at 90 psi, you can use the hydraulic formula that relates pressure, pipe diameter, and flow rate. Generally, for a 3-inch pipe, the flow rate at 90 psi can be estimated to be around 1,000 to 1,200 GPM, depending on factors such as pipe length, fittings, and the specific fluid properties. For precise calculations, it's advisable to consider additional factors like friction loss and fluid viscosity.
To calculate the gallons per minute (GPM) for a 2-inch pipe at 15 psi for water, you can use the Hazen-Williams equation or empirical formulas specific to pipe flow. Generally, for a 2-inch pipe, the flow rate at 15 psi is approximately 20-30 GPM, depending on factors like pipe length, fittings, and roughness. For more precise calculations, specific conditions and parameters would need to be considered.
First you need the size of the pipe and the volume of water supply. Pressure will vary during usage. Standard well system operates between 20-40 psi and city systems operate from 50-70 psi.
The Gallons Per Minute (GPM) flow rate for an open-ended 2-inch pipe at 60 PSI can be estimated using the Hazen-Williams equation or similar hydraulic formulas. Generally, a 2-inch pipe can deliver approximately 40-50 GPM at this pressure, depending on the specific conditions such as pipe material and length. For more precise calculations, factors like pipe roughness and fittings should also be considered.
The flow rate of water through a 2-inch pipe at 100 psi can be estimated using hydraulic calculations. Generally, a 2-inch pipe can flow around 40-50 gallons per minute (GPM) at that pressure, depending on factors like pipe length, fittings, and friction loss. For precise calculations, it's best to use the Hazen-Williams equation or consult flow tables specific to the pipe material and conditions.
80 gpm
To calculate gallons per minute (GPM) in a 3-inch pipe at 90 psi, you can use the hydraulic formula that relates pressure, pipe diameter, and flow rate. Generally, for a 3-inch pipe, the flow rate at 90 psi can be estimated to be around 1,000 to 1,200 GPM, depending on factors such as pipe length, fittings, and the specific fluid properties. For precise calculations, it's advisable to consider additional factors like friction loss and fluid viscosity.
To calculate the gallons per minute (GPM) for a 2-inch pipe at 15 psi for water, you can use the Hazen-Williams equation or empirical formulas specific to pipe flow. Generally, for a 2-inch pipe, the flow rate at 15 psi is approximately 20-30 GPM, depending on factors like pipe length, fittings, and roughness. For more precise calculations, specific conditions and parameters would need to be considered.
First you need the size of the pipe and the volume of water supply. Pressure will vary during usage. Standard well system operates between 20-40 psi and city systems operate from 50-70 psi.
The flow rate (gallons per minute, or GPM) through a 1-inch horizontal pipe at 70 PSI can vary based on factors like the length of the pipe, fittings, and fluid characteristics. However, a rough estimate for water flow through a 1-inch pipe at that pressure is approximately 20-25 GPM. For a more accurate calculation, you would need to consider additional factors, including pipe length and any elevation changes.
The Gallons Per Minute (GPM) flow rate for an open-ended 2-inch pipe at 60 PSI can be estimated using the Hazen-Williams equation or similar hydraulic formulas. Generally, a 2-inch pipe can deliver approximately 40-50 GPM at this pressure, depending on the specific conditions such as pipe material and length. For more precise calculations, factors like pipe roughness and fittings should also be considered.
you need to know the viscosity of the liquid - molasses or alcohol?
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To find the maximum flow you would need to know the maximum pressure. A typical fire nozzle pressure would be up to 100 psi with a diameter of 1 to 1.25 inches. The GPM would be between 300 GPM and 460 GPM through the nozzle. If it were simply a 3-inch pipe with an oversized pump, running at 100 psi with no nozzle, you could (in theory) move over 3,000 GPM through the pipe (ignoring friction loss). Even at 80 psi, a master stream through a 2-inch nozzle moves over 1,000 GPM.
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The flow rate of water through a 2-inch pipe at 100 psi can be estimated using hydraulic calculations. Generally, a 2-inch pipe can flow around 40-50 gallons per minute (GPM) at that pressure, depending on factors like pipe length, fittings, and friction loss. For precise calculations, it's best to use the Hazen-Williams equation or consult flow tables specific to the pipe material and conditions.
To determine the flow rate in gallons per minute (GPM) through an 8-inch pipe at 5 psi, you can use the Hazen-Williams equation or empirical formulas for flow in pipes. However, a rough estimate would suggest that at 5 psi, the flow rate would be approximately 600-700 GPM, depending on factors like pipe length, roughness, and fittings. For more accurate calculations, specific hydraulic calculations should be performed.