Water Pump Size Calculator

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Water Pump Size Calculator

Total Dynamic Head (TDH): 0 feet
Required Water Horsepower (WHP): 0 HP
Estimated Motor Horsepower (BHP): 0 HP
*Recommended: Round up to the nearest standard motor size (e.g., 0.5, 0.75, 1.0, 1.5 HP).

How to Determine the Right Water Pump Size

Choosing the correct water pump is critical for ensuring adequate pressure and flow while maintaining the longevity of the pump motor. An undersized pump will fail to meet your pressure needs, while an oversized pump wastes energy and can cause "short-cycling," which burns out the motor prematurely.

Key Variables in Pump Sizing

  • Flow Rate (GPM): This is how much water you need per minute. A standard residential home typically requires 7 to 12 Gallons Per Minute (GPM).
  • Static Head: The vertical distance water must be lifted. If your well is 50 feet deep and your tank is at ground level, your static head is 50 feet.
  • Friction Loss: As water moves through pipes, it loses energy due to friction against the pipe walls. This is influenced by pipe diameter, material, and length. (This calculator estimates a standard 5% loss for general calculations).
  • Discharge Pressure (PSI): The "push" required at the end of the line. For a standard home pressure tank, this is usually 40 to 60 PSI. Note that 1 PSI = 2.31 feet of head.

Practical Example: Sizing for a Garden Well

Imagine you have a well where the water level is 30 feet below the surface. You want to pump water to a garden 100 feet away and maintain 30 PSI for a sprinkler system at a rate of 5 GPM.

  • Vertical Lift: 30 feet
  • Pipe Length: 100 feet
  • Required PSI: 30 PSI (which equals 30 × 2.31 = 69.3 feet of head)
  • Friction Loss: ~5 feet
  • Total Dynamic Head (TDH): 30 + 69.3 + 5 = 104.3 feet

In this scenario, you would need a pump capable of delivering 5 GPM at approximately 105 feet of head.

Total Dynamic Head (TDH) Formula

The calculation used by this tool is:

TDH = Static Lift + (Pipe Length * Friction Factor) + (PSI * 2.31)

Once the TDH is known, the Horsepower (HP) is calculated based on the weight of the water and the efficiency of the motor.

function calculatePumpSize() { var flowRate = parseFloat(document.getElementById('flowRate').value); var staticHead = parseFloat(document.getElementById('staticHead').value); var pipeLength = parseFloat(document.getElementById('pipeLength').value); var targetPSI = parseFloat(document.getElementById('targetPSI').value); var efficiency = parseFloat(document.getElementById('efficiency').value); // Validate inputs if (isNaN(flowRate) || isNaN(staticHead) || isNaN(pipeLength) || isNaN(targetPSI) || isNaN(efficiency)) { alert("Please enter valid numbers for all fields."); return; } if (efficiency 100) { alert("Efficiency must be between 1 and 100."); return; } // 1. Calculate Friction Loss (Simplified: 5% of pipe length as a general estimate) var frictionLoss = pipeLength * 0.05; // 2. Convert PSI to Feet of Head (1 PSI = 2.31 Feet) var pressureHead = targetPSI * 2.31; // 3. Calculate Total Dynamic Head (TDH) var tdh = staticHead + frictionLoss + pressureHead; // 4. Calculate Water Horsepower (WHP) // Formula: (GPM * TDH) / 3960 var whp = (flowRate * tdh) / 3960; // 5. Calculate Brake Horsepower (BHP) considering efficiency var effDecimal = efficiency / 100; var bhp = whp / effDecimal; // Display results document.getElementById('resTDH').innerHTML = tdh.toFixed(2); document.getElementById('resWHP').innerHTML = whp.toFixed(3); document.getElementById('resBHP').innerHTML = bhp.toFixed(3); document.getElementById('pump-result').style.display = 'block'; }

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