Pitching Rate Calculator

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Yeast Pitching Rate Calculator

Calculate the exact number of yeast cells needed for your homebrew batch.

0.35 (Pro Ale – Fresh Yeast) 0.75 (Standard Ale) 1.00 (High Gravity Ale) 1.50 (Standard Lager) 2.00 (High Gravity Lager)
Wort Density: °Plato
Total Yeast Cells Needed: Billion Cells
Packs/Sachets Required:

Understanding Yeast Pitching Rates

Pitching the right amount of yeast is critical for producing clean, professional-quality beer. Under-pitching can lead to sluggish fermentations, off-flavors like diacetyl or acetaldehyde, and higher risks of infection. Over-pitching, while less common for homebrewers, can strip away desired esters and mouthfeel.

The Pitching Formula

The standard formula used by professional brewers is:
Cells Needed = Pitch Rate × Wort Volume (mL) × Degrees Plato

Degrees Plato (°P) is a measurement of the concentration of dissolved solids in the wort. For most brewers using Specific Gravity (SG), we convert it using the formula: °P = (SG – 1.000) / 0.004.

Standard Pitch Rate Guidelines

Beer Type Recommended Rate (Million cells/mL/°P)
Low Gravity Ales (< 1.040) 0.35 – 0.50
Standard Ales (1.040 – 1.060) 0.75
High Gravity Ales (> 1.060) 1.00 – 1.25
Standard Lagers 1.50
High Gravity Lagers 2.00

Example Calculation

If you are brewing 20 liters of an Ale at 1.050 (12.5°P) with a target rate of 0.75:

  • Convert Volume: 20L = 20,000 mL
  • Calculation: 0.75 million × 20,000 mL × 12.5 °P
  • Result: 187.5 Billion Cells
  • If using 100B cell packs: You would need approximately 1.88 packs (or a yeast starter).

Why Pitch Rates Vary?

Lagers require higher pitching rates because they are fermented at colder temperatures. Yeast metabolism is slower in the cold, so more "workers" are needed to ensure the fermentation starts promptly and finishes completely. Similarly, high-gravity beers (high sugar content) put more osmotic stress on yeast cells, requiring a higher cell count to handle the workload.

function calculatePitchingRate() { var volumeLiters = parseFloat(document.getElementById('wortVolume').value); var sg = parseFloat(document.getElementById('wortGravity').value); var rate = parseFloat(document.getElementById('pitchRate').value); var cellsPerPack = parseFloat(document.getElementById('cellsPerPack').value); if (isNaN(volumeLiters) || isNaN(sg) || isNaN(rate) || isNaN(cellsPerPack) || volumeLiters <= 0) { alert("Please enter valid positive numbers for all fields."); return; } // Convert SG to Plato (Approximate: (SG – 1) * 250 or (SG-1)/0.004) var plato = (sg – 1.000) / 0.004; // Convert Liters to Milliliters var volumeML = volumeLiters * 1000; // Calculate Total Cells in Millions // Formula: Rate * Volume(mL) * Plato var totalCellsMillions = rate * volumeML * plato; // Convert to Billions var totalCellsBillions = totalCellsMillions / 1000; // Calculate Packs var packs = totalCellsBillions / cellsPerPack; // Display Results document.getElementById('platoResult').innerHTML = plato.toFixed(2); document.getElementById('totalCells').innerHTML = totalCellsBillions.toFixed(0); document.getElementById('packsNeeded').innerHTML = packs.toFixed(2); document.getElementById('pitchResult').style.display = 'block'; }

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