beer bottling calculator

This professional-grade beer bottling calculator helps homebrewers and small breweries determine the exact priming sugar to add, how many bottles and caps are required, and the per‑bottle sugar dose. It accounts for beer temperature, desired carbonation (CO₂ volumes), fermentable type, and bottle size to deliver precise, consistent results.

Interactive Calculator

Results

Priming sugar required
Per-bottle sugar
Bottles and caps needed
Residual CO₂: — | Δ Volumes: —

Data Source and Methodology

Authoritative Data Sources

  • John J. Palmer, How to Brew (4th ed.), Chapter “Priming and Carbonation”, Brewers Publications, 2017. howtobrew.com
  • Brewer’s Friend, “Beer Priming Calculator” & residual CO₂ temperature fit. brewersfriend.com
  • Lallemand Brewing, “Bottle Conditioning Calculator”. lallemandbrewing.com

All calculations are strictly based on the formulas and data provided by this source.

The Formula Explained

Residual CO₂ (volumes) from temperature (°F):

V_{res}(T_F) = 3.0378 - 0.050062\,T_F + 0.00026555\,T_F^2

Required sugar mass (grams):

m_{sugar} = (V_{target} - V_{res}) \times V_{beer,L} \times k_{sugar}

Per-bottle sugar (grams):

m_{per\_bot} = \dfrac{m_{sugar}}{N_{bottles}} \;\;\; \text{where} \;\; N_{bottles}=\left\lceil\dfrac{1000\,V_{beer,L}}{V_{bottle,mL}}\right\rceil

ksugar is the fermentable-specific factor in g/L per 1.0 CO₂ volume. Defaults used here: dextrose 4.01, sucrose 3.70, DME 6.50, honey 4.25.

Glossary of Variables

  • Batch volume (Vbeer,L): Beer volume packaged, in liters.
  • Bottling temperature (T): Highest post‑fermentation beer temperature; used to estimate Vres.
  • Target CO₂ (Vtarget): Desired carbonation level in volumes of CO₂.
  • Residual CO₂ (Vres): CO₂ already dissolved from fermentation, based on temperature.
  • ksugar: Sugar factor (g/L per 1.0 volume), varies by fermentable.
  • Sugar mass (msugar): Total priming sugar required for the batch.
  • Bottle size (Vbottle,mL): Nominal bottle volume in milliliters.
  • Nbottles: Estimated number of bottles, rounded up.

How It Works: A Step-by-Step Example

Scenario: 19 L batch at 21 °C (70 °F), American Ale target 2.3 vols, dextrose, 355 mL bottles, no loss.

  1. Convert temperature to °F: 21 °C → 69.8 °F.
  2. Residual CO₂: V_{res} = 3.0378 - 0.050062(69.8) + 0.00026555(69.8)^2 \approx 0.86
  3. Delta volumes: \Delta V = V_{target} - V_{res} = 2.3 - 0.86 = 1.44
  4. Sugar factor for dextrose: k_{sugar} = 4.01 \; \mathrm{g/(L\cdot vol)}
  5. Total sugar: m_{sugar} = 1.44 \times 19 \times 4.01 \approx 109.7\ \mathrm{g} (≈ 3.87 oz).
  6. Bottle count: N = \left\lceil \dfrac{1000\cdot 19}{355} \right\rceil = \lceil 53.5 \rceil = 54
  7. Per-bottle sugar: m_{per\_bot} = 109.7/54 \approx 2.03\ \mathrm{g} (≈ 0.072 oz).

We recommend weighing sugar with a scale for best accuracy.

Frequently Asked Questions (FAQ)

How accurate are the sugar factors?

They reflect widely used practical values: dextrose 4.01, sucrose 3.70, DME 6.50, honey 4.25 g/L per 1.0 vol. Actual results can vary slightly by brand and humidity; weigh by grams for consistency.

Should I heat or boil the priming solution?

Yes. Dissolve sugar in a small volume of water and gently heat to sanitize. Cool before mixing with beer to avoid hot-side oxygen pickup or uneven mixing.

How do I avoid uneven carbonation across bottles?

Batch prime: gently rack beer onto the cooled priming solution and stir with sanitized equipment to achieve uniform distribution without introducing oxygen.

What if my beer was cold-crashed?

Use the warmest temperature reached after active fermentation (often before the crash) for residual CO₂. Using fridge temp would overestimate residual CO₂ and under‑prime.

Is there a safe upper limit for CO₂ volumes in bottles?

Standard 12–22 oz beer bottles typically handle up to ~3.0–3.2 vols; some Belgian bottles tolerate more. Always match the bottle to the style and carbonation target.

Can I use table sugar instead of corn sugar?

Yes. Use slightly less by weight (the calculator adjusts automatically). Flavor impact is negligible at typical priming levels.

Tool developed by Ugo Candido. Content verified by the CalcDomain Editorial Board.
Last reviewed for accuracy on: .