Lease Payment Calculator

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Professional Pool Salt Calculator

Calculate exactly how many pounds (or kg) of salt your pool needs to reach optimal salinity.

Imperial (Gallons / Lbs) Metric (Liters / Kg)

Recommended Salt Addition

0 lbs

How to Use the Pool Salt Calculator

Maintaining the correct salinity is crucial for your Saltwater Chlorine Generator (SWG) to function efficiently. Most salt cells operate best between 3,000 and 3,400 ppm (parts per million), with 3,200 ppm being the industry standard sweet spot.

Step-by-Step Instructions:

  1. Test Your Water: Use a digital salt meter or salt test strips to find your current ppm. Don't rely on the SWG control panel alone, as these can drift over time.
  2. Know Your Volume: Enter your pool's total capacity. If you aren't sure, a standard rectangular pool is Length x Width x Average Depth x 7.5.
  3. Set Your Target: Consult your salt cell manual. Most modern systems prefer 3,200 ppm.
  4. Calculate and Add: Our calculator will tell you the total weight needed. Always add salt to the shallow end and brush it around until dissolved.

Ideal Salt Levels Reference Table

Status Salt Level (ppm) Action Required
Too Low 0 – 2,500 Generator will shut down to protect the cell. Add salt immediately.
Low Range 2,500 – 3,000 Generator may work inefficiently. Add salt to reach 3,200.
Ideal 3,000 – 3,400 Perfect range for most salt chlorine generators.
High Range 3,500 – 4,500 Monitor closely. Most cells still work, but it may shorten cell life.
Too High 4,500+ Risk of corrosion. May require partial draining and refilling with fresh water.

Calculation Example

If you have a 20,000-gallon pool with a current reading of 1,500 ppm and want to reach 3,200 ppm:

  • Increase Needed: 1,700 ppm
  • Formula: (20,000 / 10,000) * 1.7 * 8.35 lbs (approximate constant)
  • Result: Approximately 284 lbs of salt (roughly seven 40-lb bags).
function updateLabels() { var unit = document.getElementById('poolUnit').value; var labelVolume = document.getElementById('labelVolume'); if (unit === 'metric') { labelVolume.innerText = 'Pool Volume (Liters)'; } else { labelVolume.innerText = 'Pool Volume (Gallons)'; } } function calculateSaltRequirement() { var unit = document.getElementById('poolUnit').value; var volume = parseFloat(document.getElementById('poolVolume').value); var current = parseFloat(document.getElementById('currentSalt').value); var target = parseFloat(document.getElementById('targetSalt').value); var resultContainer = document.getElementById('resultContainer'); var resultDisplay = document.getElementById('saltResultValue'); var bagDisplay = document.getElementById('saltBagsEstimate'); if (isNaN(volume) || isNaN(current) || isNaN(target)) { alert('Please fill in all fields with valid numbers.'); return; } var ppmIncrease = target – current; if (ppmIncrease <= 0) { resultContainer.style.display = 'block'; resultDisplay.innerText = '0 Units'; bagDisplay.innerText = 'Your salt level is already at or above the target level.'; return; } var amountNeeded = 0; var unitLabel = ''; var bagSize = 0; if (unit === 'imperial') { // Formula: To raise 10,000 gallons by 1,000 ppm requires 83.5 lbs of salt amountNeeded = (volume / 10000) * (ppmIncrease / 1000) * 83.5; unitLabel = ' lbs'; bagSize = 40; // Standard 40lb bag resultDisplay.innerText = amountNeeded.toFixed(1) + unitLabel; bagDisplay.innerText = "That's roughly " + Math.ceil(amountNeeded / bagSize) + " standard 40-lb bags of pool salt."; } else { // Metric: To raise 1,000 liters (1m3) by 1,000 ppm requires 1 kg of salt amountNeeded = (volume / 1000) * (ppmIncrease / 1000); unitLabel = ' kg'; bagSize = 20; // Standard 20kg bag resultDisplay.innerText = amountNeeded.toFixed(1) + unitLabel; bagDisplay.innerText = "That's roughly " + Math.ceil(amountNeeded / bagSize) + " standard 20-kg bags of pool salt."; } resultContainer.style.display = 'block'; }

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