
Brewing measurement conversions make it easier to follow recipes, resize batches, compare equipment, and switch between US customary and metric units. Use this homebrewing reference to convert volume, weight, temperature, pressure, specific gravity, beer color, and other common brewing measurements. Whether you are measuring grain, adjusting a mash temperature, or converting gallons to liters, these charts and formulas will help you find the answer quickly.
Liquid Volume
Liquid volume conversions are among the most important measurements in homebrewing because recipes often switch between US customary and metric units. Brewers may need to convert teaspoons, tablespoons, and fluid ounces for smaller additions or cups, pints, quarts, and gallons for larger volumes. Metric recipes commonly use milliliters, centiliters, and liters. It is also important to understand the difference between US and imperial gallons. For commercial brewing or especially large batches, measurements may be expressed in beer barrels or hectoliters.
Useful Conversions
| Measurement | Equivalent | C |
| 1 tablespoon | 3 teaspoons | |
| 1 fluid ounce | 2 tablespoons | |
| 1 cup | 8 fluid ounces | |
| 1 pint | 2 cups | |
| 1 quart | 2 pints | |
| 1 US gallon | 4 quarts | |
| 1 US gallon | 3.785 liters | |
| 1 liter | 0.264 US gallons | |
| 1 imperial gallon | 4.546 liters | |
| 1 US beer barrel | 31 US gallons | |
| 1 hectoliter | 100 liters |
Weight and Mass
Accurate weight and mass measurements are essential when weighing grain, malt extract, hops, yeast, brewing salts, and priming sugar. Homebrewing recipes commonly use milligrams and grams for small additions, while ounces and pounds are often used for hops, grain, and malt extract. Kilograms are frequently used in metric recipes and larger batches. Converting correctly between these units helps brewers follow recipes accurately, scale ingredient quantities, and produce more consistent results from one batch to the next.
Useful Conversions
| Measurement | Equivalent | C |
| 1 ounce | 28.35 grams | |
| 1 pound | 16 ounces | |
| 1 pound | 453.59 grams | |
| 1 kilogram | 2.205 pounds | |
| 1 gram | 1,000 milligrams | |
| 1 kilogram | 1,000 grams |
Brewing Weight Converter
Convert ingredient weights between milligrams, grams, kilograms, ounces and pounds.
Conversions use 1 ounce = 28.349523125 grams and 1 pound = 453.59237 grams.
Temperature
Temperature plays an important role throughout the brewing process, from mashing and boiling to yeast pitching, fermentation, cold crashing, and serving. Accurate temperature conversions help brewers follow recipes, maintain proper conditions, and produce more consistent results.
Fahrenheit to Celsius:
°C = (°F − 32) × 5 ÷ 9
Celsius to Fahrenheit:
°F = (°C × 9 ÷ 5) + 32
Useful Reference Points
| Fahrenheit | Celsius | Brewing use |
| 32°F | 0°C | Water freezing |
| 50°F | 10°C | Cool lager fermentation |
| 68°F | 20°C | Typical ale fermentation |
| 152°F | 66.7°C | Common mash temperature |
| 170°F | 76.7°C | Typical mash-out range |
| 212°F | 100°C | Water boiling at sea level |
Brewing Temperature Converter
Convert temperatures between Fahrenheit and Celsius for mashing, fermentation, yeast pitching, cold crashing and serving.
Formulas: °C = (°F − 32) × 5 ÷ 9 and °F = (°C × 9 ÷ 5) + 32.
Specific Gravity, Plato and Brix
Specific gravity, degrees Plato, and degrees Brix describe the concentration of dissolved sugars in wort. Brewers use these measurements to design recipes, estimate alcohol content, monitor fermentation, and determine when fermentation is complete. Although the three scales are closely related, they measure sugar concentration in different ways and should not always be treated as interchangeable.
Specific Gravity
Specific gravity, commonly abbreviated as SG, compares the density of wort or beer with the density of water. Pure water has a specific gravity of approximately 1.000 at its calibration temperature. Dissolved sugars increase the density, so unfermented wort may produce a reading such as 1.050. As yeast converts sugar into alcohol and carbon dioxide, the specific gravity decreases.
Brewers commonly measure specific gravity with a hydrometer or calculate a corrected reading from a refractometer. Hydrometer readings should be taken at the instrument’s calibration temperature or adjusted for temperature differences.
Degrees Plato
Degrees Plato, written as °P, estimate the percentage of extract by weight in wort. A reading of 12° Plato indicates that approximately 12% of the wort’s weight consists of dissolved extract, primarily sugars. Professional breweries and many modern brewing tools use Plato because it expresses wort concentration as a percentage.
A quick conversion from specific gravity to Plato is:
°P ≈ (SG − 1) × 1,000 ÷ 4
For example:
(1.050 − 1) × 1,000 ÷ 4 = 12.5°P
This approximation is convenient for quick brew-day calculations. However, it becomes less accurate as gravity increases. A more accurate conversion is:
°P = −616.868 + (1111.14 × SG) − (630.272 × SG²) + (135.997 × SG³)
Using the more accurate equation, a specific gravity of 1.050 converts to approximately 12.4° Plato.
Degrees Plato to Specific Gravity
Degrees Plato can also be converted back to specific gravity. The following equation provides a useful brewing conversion:
SG = 1 + [°P ÷ (258.6 − ((°P ÷ 258.2) × 227.1))]
For example, 12.5° Plato converts to approximately 1.050 specific gravity. Small differences may appear because Plato and specific gravity describe concentration differently and conversion equations are approximations.
Brix
Degrees Brix, written as °Bx, represent the percentage of sucrose by weight in a water solution. Refractometers commonly display measurements in Brix because they determine sugar concentration by measuring how light bends as it passes through a sample.
Before fermentation, Brix and Plato readings are close enough for many routine homebrewing calculations. However, wort contains more than pure sucrose, so a refractometer may require an instrument-specific wort correction factor for greater accuracy.
An approximate pre-fermentation conversion from Brix to specific gravity is:
SG = 1 + [°Bx ÷ (258.6 − ((°Bx ÷ 258.2) × 227.1))]
Once fermentation begins, alcohol changes how light refracts through the sample. Therefore, an uncorrected refractometer reading will no longer represent the beer’s actual sugar concentration or specific gravity. A post-fermentation refractometer calculator must use both the original reading and the current Brix reading to compensate for the alcohol.
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Gravity Points
Gravity points provide a convenient way to work with specific gravity without repeatedly writing the leading “1.0.” To calculate gravity points, subtract 1 from the specific gravity and multiply the result by 1,000:
Gravity points = (SG − 1) × 1,000
For example:
(1.050 − 1) × 1,000 = 50 gravity points
Therefore, a specific gravity of 1.050 contains 50 gravity points. A gravity of 1.075 contains 75 points, while a gravity of 1.010 contains 10 points. Brewers use gravity points when calculating recipe potential, mash efficiency, wort dilution, concentration, and batch scaling.
Original Gravity and Final Gravity
Original gravity, abbreviated as OG, is the gravity of the wort before fermentation begins. It indicates how much fermentable and nonfermentable extract is available and helps predict the beer’s potential alcohol content.
Final gravity, abbreviated as FG, is measured after fermentation has finished. It shows how much dissolved extract remains after the yeast has consumed available fermentable sugars. Final gravity also helps brewers evaluate sweetness, body, attenuation, and fermentation performance.
The difference between OG and FG can be used to estimate alcohol by volume:
ABV ≈ (OG − FG) × 131.25
For example, a beer that begins at 1.050 OG and finishes at 1.010 FG has an estimated alcohol content of:
(1.050 − 1.010) × 131.25 = 5.25% ABV
Gravity should remain stable across multiple readings before fermentation is considered complete. Airlock activity alone does not reliably confirm that fermentation has finished.
Pressure
Pressure measurements are important for kegging, force carbonation, fermenting under pressure, and serving draft beer. Brewers commonly work with pounds per square inch (PSI), bar, and kilopascals (kPa) when adjusting regulators, pressurized fermenters, and dispensing systems. Converting accurately between these units helps maintain the desired carbonation level, control fermentation conditions, and balance a draft system for a consistent pour. Always stay within the rated pressure limits of kegs, fermenters, regulators, hoses, and other brewing equipment.
Useful Conversions
| Measurement | Equivalent | C |
| 1 bar | 14.504 PSI | |
| 1 PSI | 0.06895 bar | |
| 1 bar | 100 kPa | |
| 1 kPa | 0.145 PSI |
Brewing Pressure Converter
Convert pressure measurements for kegging, force carbonation, pressure fermentation and draft serving.
Important: Use the same pressure reference on both sides. Brewing regulators usually show gauge pressure (PSIG), while a standard atmosphere is an absolute-pressure unit. This calculator converts unit size; it does not change gauge pressure to absolute pressure.
Length
Length conversions are useful when comparing brewing equipment dimensions, measuring tubing, sizing immersion chillers, balancing keg lines, and calculating vessel measurements. Brewers commonly convert between inches, feet, millimeters, centimeters, and meters when selecting fittings, planning a brewing system, or following equipment specifications. Accurate length conversions help ensure that hoses reach their connections, components fit together correctly, and brewing vessels have enough space for safe and efficient operation.
Useful Conversions
| Measurement | Equivalent | C |
| 1 inch | 2.54 centimeters | |
| 1 foot | 12 inches | |
| 1 foot | 30.48 centimeters | |
| 1 meter | 3.281 feet | |
| 1 millimeter | 0.03937 inches |
Brewing Length Converter
Convert equipment dimensions, tubing, immersion chillers, keg lines and vessel measurements between US customary and metric units.
Conversions use exact definitions: 1 inch = 25.4 millimeters and 1 foot = 0.3048 meters.
Container and Vessel Volume
Container and vessel volume calculations help brewers determine how much liquid is inside a kettle, fermenter, mash tun, or other cylindrical vessel. By entering the vessel’s inside diameter and the measured liquid depth, a brewer can estimate the current volume even when the container does not have permanent markings. This is especially useful for measuring strike water, monitoring pre-boil and post-boil volumes, calculating boil-off rates, and checking how much wort enters the fermenter. Accurate vessel measurements also make it easier to calibrate brewing equipment and produce consistent batch sizes.
Vertical cylinder volume:
Volume = π × radius² × liquid height
For measurements in inches:
US gallons = π × radius² × liquid height ÷ 231
This lets brewers convert the measured liquid depth in a kettle into gallons.
Container and Vessel Volume Calculator
Estimate the liquid volume inside a straight-sided cylindrical kettle, fermenter, mash tun or other brewing vessel.
Formula: Volume = π × radius² × liquid depth. Measure the inside diameter, not the outside diameter. This calculator assumes a vertical, straight-sided cylinder and does not account for domed, dished, sloped or conical bottoms.
Beer Color: SRM, EBC and Lovibond
Beer color provides important clues about a beer’s appearance and character, ranging from pale straw and gold to amber, brown, and nearly black. Brewers commonly describe color using SRM, EBC, and Lovibond. Although these measurements are related, they are not always interchangeable because they may describe different parts of the brewing process.
Standard Reference Method
The Standard Reference Method, abbreviated as SRM, is commonly used in the United States to describe the color intensity of finished beer and wort. Lower SRM values represent lighter colors, while higher values indicate darker beer.
A pale lager may measure around 2 to 4 SRM, while an amber ale may fall between 10 and 17 SRM. Porters and stouts often reach 20 SRM or higher. However, SRM measures color intensity rather than a specific shade. Two beers with the same SRM can still have slightly different red, brown, or golden tones.
European Brewery Convention
The European Brewery Convention, abbreviated as EBC, is widely used in Europe to measure beer and wort color. EBC values are approximately twice the corresponding SRM values.
The commonly used conversion formulas are:
EBC ≈ SRM × 1.97
SRM ≈ EBC × 0.508
For example, a beer measuring 10 SRM would be approximately 19.7 EBC. Likewise, a beer measuring 20 EBC would be approximately 10.2 SRM.
Lovibond
Degrees Lovibond, written as °L, are most commonly used to describe the color of malt and other brewing grains. Pale base malts may measure around 1.5 to 4°L, while caramel, chocolate, and roasted malts can have much higher Lovibond ratings.
Lovibond and SRM values may appear similar at the lighter end of the color range, but they should not be treated as identical across all colors. Lovibond usually describes an ingredient’s color, while SRM and EBC generally describe the color of wort or finished beer.
Brewing software estimates finished beer color by considering each malt’s Lovibond rating, the amount used, and the batch volume. The calculation provides a useful estimate, but the final color can also be affected by boil duration, wort concentration, oxidation, water chemistry, ingredient age, and the clarity of the finished beer.
Understanding SRM, EBC, and Lovibond helps brewers compare recipes, select appropriate malts, design beer to match a desired style, and communicate finished beer color more consistently.
Brewing Efficiency and Extract Yield
Brewing efficiency and extract yield are not ordinary measurement conversions, but they are closely related to recipe scaling and ingredient substitutions. These calculations help brewers estimate how much fermentable extract an ingredient can contribute, predict original gravity, compare brewing systems, and adjust recipes when switching between grain and malt extract.
Points per Pound per Gallon
Points per pound per gallon, abbreviated as PPG, describes the potential gravity contribution of a fermentable ingredient. A malt rated at 36 PPG can theoretically produce 36 gravity points when one pound is dissolved or mashed into one gallon of wort at 100% efficiency.
A specific gravity of 1.036 represents 36 gravity points. However, all-grain brewing systems do not extract 100% of a grain’s potential. The actual contribution must be adjusted for the brewer’s expected efficiency.
Gravity points = (Ingredient weight in pounds × PPG × Efficiency) ÷ Batch volume in gallons
For example, 10 pounds of malt rated at 36 PPG in a five-gallon batch at 75% efficiency would contribute:
(10 × 36 × 0.75) ÷ 5 = 54 gravity points
The estimated original gravity would therefore be approximately 1.054.
Liter-Degrees per Kilogram
Metric brewing systems often describe extract potential using liter-degrees per kilogram, commonly written as L°/kg. This measurement represents the gravity points contributed by one kilogram of an ingredient in one liter of wort.
The approximate conversions are:
L°/kg = PPG × 8.345
PPG = L°/kg ÷ 8.345
For example, a malt rated at 36 PPG has an approximate metric potential of:
36 × 8.345 = 300.4 L°/kg
Dry and Liquid Malt Extract
Dry malt extract, or DME, contains less water and provides more extract per pound than liquid malt extract, or LME. A common substitution estimate is:
1 pound LME ≈ 0.8 pounds DME
1 pound DME ≈ 1.25 pounds LME
For example, two pounds of LME can be replaced with approximately 1.6 pounds of DME. These values are estimates because extract yield and moisture content vary among manufacturers and products. When available, use the product’s published PPG value for a more accurate substitution.
Malt Extract and Grain Equivalents
Malt extract can also replace all-grain ingredients, but the conversion depends on the grain’s potential and the brewing system’s expected mash efficiency. Malt extract usually contributes nearly all of its available sugars, while mashed grain loses some potential extract during conversion, lautering, and wort collection.
A practical estimate is:
1 pound LME ≈ 1.3 pounds base malt
1 pound DME ≈ 1.6 pounds base malt
These estimates assume typical base malt and approximately 70% to 75% mash efficiency. Brewers with higher or lower efficiency should adjust the grain amount accordingly.
A more accurate substitution can be calculated with:
Required grain weight = Extract gravity points ÷ (Grain PPG × Expected efficiency)
Potential Extract
Potential extract describes the maximum amount of soluble material that malt, grain, sugar, or extract can contribute to wort. It may be expressed as PPG, L°/kg, percentage extract, or laboratory fine-grind dry-basis values.
Base malts generally provide more fermentable extract than specialty grains with large amounts of husk, caramelization, or roasted material. Simple brewing sugars and malt extracts usually deliver a greater percentage of their potential because they do not depend on mash conversion.
Mash and Brewhouse Efficiency
Mash efficiency measures how much of the grain’s potential extract reaches the wort collected from the mash. It reflects conversion efficiency and the effectiveness of lautering or draining the grain.
Brewhouse efficiency measures how much potential extract reaches the fermenter. It also accounts for losses in the mash tun, kettle, pumps, hoses, trub, and other brewing equipment. For this reason, brewhouse efficiency is normally lower than mash efficiency.
Efficiency can be estimated with:
Efficiency = Actual gravity points ÷ Potential gravity points × 100
Because ingredient yields, product moisture, crushing, mash conditions, equipment losses, and brewing methods vary, extract substitutions and efficiency calculations should be treated as informed estimates rather than fixed universal conversions. Recording results from several batches will provide the most reliable efficiency value for an individual brewing system.
Carbonation
Carbonation is the carbon dioxide dissolved in beer. It influences aroma, flavor, mouthfeel, foam formation, and the overall drinking experience. Brewers can carbonate beer naturally by adding fermentable priming sugar before packaging or mechanically by applying carbon dioxide pressure to a keg.
Volumes of Carbon Dioxide
Beer carbonation is commonly expressed as volumes of CO₂. One volume means that one equivalent volume of carbon dioxide is dissolved in one volume of beer. For example, beer carbonated to 2.5 volumes contains the equivalent of 2.5 gallons of uncompressed carbon dioxide dissolved in each gallon of beer.
Many ales and lagers fall between approximately 2.3 and 2.8 volumes, although some specialty styles may be considerably lower or higher. The appropriate target should be selected according to the beer style, packaging method, and pressure rating of the container.
Residual Carbon Dioxide
Finished beer already contains some carbon dioxide produced during fermentation. The amount remaining depends primarily on the highest temperature the beer reached after active fermentation. Colder beer retains more dissolved carbon dioxide, while warmer beer releases more into the atmosphere.
A priming calculation must subtract this residual carbonation from the desired target:
CO₂ to add = Target CO₂ − Residual CO₂
Using the highest post-fermentation temperature provides a more accurate estimate than simply entering the beer’s current temperature after it has been cooled.
Priming Sugar
Priming sugar gives the remaining yeast a controlled amount of fermentable material before bottling. The yeast consumes the sugar and produces additional carbon dioxide. Because the sealed bottle prevents that gas from escaping, it dissolves into the beer.
A simplified calculation is:
Priming sugar = (Target CO₂ − Residual CO₂) × Beer volume × Sugar factor
Priming sugar may be displayed in grams or ounces. Grams generally provide greater precision, particularly for small batches or highly carbonated styles.
Choosing a Sugar Type
Table sugar, corn sugar, and dry malt extract do not contribute identical amounts of fermentable material by weight. Therefore, the selected sugar type changes the required quantity.
Table sugar, or sucrose, is highly fermentable and requires the smallest amount. Corn sugar, commonly sold as dextrose monohydrate, contains additional water and requires slightly more weight. Dry malt extract, or DME, contains less fermentable material per unit of weight and usually requires a larger quantity.
Sugar composition and moisture content can vary among products. Calculated quantities should therefore be treated as estimates, and manufacturer specifications should be used when available.
Force Carbonation Pressure
Force carbonation uses regulated carbon dioxide pressure to dissolve gas into chilled beer. The required pressure depends on the beer’s temperature and target carbonation level. Colder beer absorbs carbon dioxide more readily, while warmer beer requires more pressure to reach the same number of volumes.
The calculated pressure represents the equilibrium pressure required with pure carbon dioxide. Altitude also affects the regulator setting because atmospheric pressure decreases as elevation increases. A common approximation is to add 1 PSIG for every 2,000 feet above sea level.
Serving pressure, keg temperature, carbonation level, tubing resistance, vertical rise, and faucet design must work together to create a balanced draft system. Pressure should not be lowered simply to slow an excessively fast pour because doing so can allow the beer to lose carbonation over time.
Carbonation Safety
Always confirm that fermentation is complete and final gravity is stable before adding priming sugar. Excess fermentable sugar can cause overcarbonation, severe foaming, leaking closures, or exploding bottles. Use only bottles, kegs, fermenters, regulators, hoses, and fittings rated for the expected pressure. Carbonation calculations provide useful estimates, but they do not replace equipment specifications, careful measurement, or safe packaging practices.
Brewing Carbonation Calculator
Calculate priming sugar for bottle conditioning or estimate the equilibrium PSI needed to force carbonate a keg with pure CO₂.
Priming Sugar Calculator
Estimate table sugar, corn sugar or dry malt extract needed to reach a target carbonation level.
Estimate: sugar = (target CO₂ − residual CO₂) × liters of beer × sucrose basis × sugar-type factor.
Force Carbonation Pressure
Estimate the pure-CO₂ regulator pressure needed to maintain the selected carbonation level at equilibrium.
Safety: Confirm that fermentation is complete and final gravity is stable before bottling. Use only bottles, kegs, fermenters, regulators and fittings rated for the expected pressure. Too much fermentable sugar or pressure can cause overcarbonation, severe foaming, container failure or injury. Calculations are estimates; verify ingredient specifications and equipment limits.