Free Distilling Tools

Mead ABV Calculator

Calculate your mead's ABV from gravity readings. Supports hydrometer SG, Brix, and corrected refractometer readings.

Mead ABV Calculator

Choose your measurement method

SG
Reading before fermentation
SG
Reading after fermentation
Temperature correction:
Results are estimates. For legal or commercial purposes, use a calibrated ebulliometer or certified laboratory analysis.

Planning the next batch? Work backwards from a target strength to the honey weight with the mead recipe calculator.

Next step: Now dose your TOSNA nutrient schedule sized for your honey must.

Mead Nutrient Calculator →

Why Refractometer Readings Need Correction

A refractometer measures how much light bends when passing through a liquid. Before fermentation this works perfectly for measuring sugar concentration. After fermentation, alcohol in the wash bends light differently to water — making the reading appear lower than the actual gravity. If you use the raw refractometer reading as your FG you will overestimate your ABV.

This calculator applies the Terrill correction formula, which uses both the original Brix reading and the post-fermentation apparent Brix to recover the true final gravity:

FG = 1.0000 − 0.004499×Ri + 0.011774×Rf + 0.000276×Ri² − 0.001272×Rf² − 0.00000728×Ri³ + 0.0000633×Rf³

Where Ri = initial Brix (OG reading) and Rf = apparent final Brix (post-fermentation refractometer reading). This is the most widely accepted correction formula for homebrewing and home distilling.

Temperature Correction for Hydrometers

Most hydrometers are calibrated at 20°C (68°F). If your sample is warmer, the liquid is less dense and the hydrometer floats higher, giving a reading that is lower than the true gravity. The correction runs about +0.001 SG per 5°C just above calibration temperature and grows with the gap, reaching roughly +0.006 SG at 40°C. This calculator applies the polynomial correction formula for accurate results across a wide temperature range.

Honey, Nitrogen, and Why Mead Ferments Slowly

Honey is close to pure sugar. Unlike grape must or wort, it supplies almost none of the assimilable nitrogen yeast need to build healthy cell walls and finish a fermentation. This single fact drives most of what makes mead behave differently from every other ferment on this site.

Without added nutrient, a mead fermentation commonly stalls partway or drags on for months while stressed yeast throw off fusel character. Staggered nutrient additions across the first third of fermentation are the standard fix rather than a single dose at the start.

Typical range: original gravity 1.090 to 1.130, often higher for a sack mead. Final gravity for a dry mead sits below 1.000, frequently 0.995 to 1.000, because honey leaves no unfermentable dextrin behind.

At these starting gravities the simple (OG − FG) × 131.25 approximation is at its least reliable. Hall notes specifically that the full Balling-derived calculation is worth using for a mead, where the two methods diverge most.

Yeast Nutrient Calculator

Staggered nutrient additions sized for honey must, which supplies almost no nitrogen of its own.

Open Calculator →

Understanding Attenuation

Apparent attenuation tells you what percentage of the available sugars have been fermented. Honey ferments almost completely with a healthy yeast, so most traditional dry meads reach 95-100% apparent attenuation.

A dry mead typically reaches apparent attenuation above 95%, and readings over 100% are common because the final gravity falls below 1.000. Attenuation stalling in the 50 to 70% range on a mead points at nitrogen starvation far more often than at temperature.

How to Read a Hydrometer

SG, Brix and Plato explained — how to take accurate gravity readings at any temperature.

Read Guide →

Wine & Mead Tasting Journal: Track your fermentation data alongside a full tasting note for every batch. 100 structured entries, score /100, buy-again rating. 6 x 9 in, 116 pages, cream paper.

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Frequently Asked Questions

Take an original gravity (OG) reading of your honey must before pitching yeast and a final gravity (FG) reading once fermentation is complete. This calculator converts the gap between the two into ABV using the Balling formula, which stays accurate at the higher starting gravities common in meadmaking.

A standard-strength mead often starts between 1.090 and 1.120 SG, depending on how much honey is used per gallon, and can ferment dry to somewhere around 12-16% ABV. Session meads start lower, and high-gravity sack meads can start considerably above that.

A refractometer measures light refraction, which alcohol affects differently than the sugar it is meant to measure. Once fermentation produces alcohol, a raw refractometer reading understates the true final gravity, which overstates ABV if used directly. This calculator's refractometer mode applies the Terrill correction formula to recover accurate results.

The most common cause in mead is yeast alcohol tolerance, not a stuck fermentation. Most yeast strains stop working once the ABV reaches their tolerance limit, regardless of remaining sugar. Check your yeast's stated tolerance against the ABV this calculator reports at your current gravity before assuming something has gone wrong.

Traditional dry mead ferments out fully, reaching apparent attenuation close to 100%. A sweeter mead is usually made by choosing a yeast with lower alcohol tolerance than the must's potential ABV, so fermentation stops naturally while sugar remains, or by back-sweetening a dry mead with honey after fermentation and stabilising it to prevent renewed fermentation.

References

Primary and peer-reviewed sources for the technical claims on this page.

  1. Hall, M.L., Ph.D. (Los Alamos National Laboratory), Zymurgy, Summer 1995, American Homebrewers Association. Brew By the Numbers: Add Up What’s in Your Beer, Zymurgy Vol. 18, No. 2. Cited for: The Balling-derived relationship between original and final gravity and alcohol content: A%w = 76.08(OG−FG)/(1.775−OG), converted to alcohol by volume using the specific gravity of ethanol (0.794).
  2. De Clerck, J., Chapman & Hall Ltd., 1958. A Textbook of Brewing. Cited for: The original Balling relationships between original extract, apparent extract, real extract and alcohol content, from which the gravity-based formulas used here are derived.

Formulas verified against primary sources, August 2026.

Knowledge Base

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