Alcohol by volume

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Alcohol by volume (abbreviated as ABV, abv, or alc/vol) is a standard measure of how much alcohol (ethanol) is contained in a given volume of an alcoholic beverage (expressed as a volume percent). It is defined as the number of millilitres (mL) of pure ethanol present in 100 mL of solution at 20 °C (68 °F). The number of millilitres of pure ethanol is the mass of the ethanol divided by its density at 20 °C, which is 0.78924 g/mL. The ABV standard is used worldwide. The International Organization of Legal Metrology has tables of density of water-ethanol mixtures at different concentrations and temperatures.

In some countries, such as the U.K and France, alcohol by volume is referred to as degrees Gay-Lussac (after the French chemist Joseph Louis Gay-Lussac), although there is a slight difference since Gay-Lussac used 15 °C (59 °F). This results in the slight difference in marked % noted later in this article.

Video Alcohol by volume

Volume change

Mixing two solutions of alcohol of different strengths usually causes a change in volume. Mixing pure water with a solution less than 24% by mass causes a slight increase in total volume, whereas the mixing of two solutions above 24% causes a decrease in volume. The phenomenon of volume changes due to mixing dissimilar solutions is called "partial molar volume". Water and ethanol are both polar solvents. When water is added to ethanol, the smaller water molecules are attracted to the ethanol's hydroxyl group, and each molecule alters the polarity field of the other. The attraction allows for closer spacing between molecules than is usually found in non-polar mixtures.

Maps Alcohol by volume

Typical levels

Details about typical amounts of alcohol contained in various beverages can be found in the articles about them.

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Alcohol proof

Another way of specifying the amount of alcohol is alcohol proof, which in the United States is twice the alcohol-by-volume number, while in the United Kingdom it is 1.75 times the number (expressed as a percentage). For example, 40% abv is 80 proof in the US and 70 proof in the UK. However, since 1980, alcohol proof in the UK has been replaced by abv as a measure of alcohol content.

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Alcohol by volume and alcohol by weight

In the United States, a few states regulate and tax alcoholic beverages according to alcohol by weight (ABW), expressed as a percentage of total mass. Some brewers print the ABW (rather than the ABV) on beer containers, particularly on low-point versions of popular domestic beer brands.

One can use the following equation to convert between ABV and ABW:

${\displaystyle ABV\times 0.78924=ABW\times {\text{density of beverage at 20 C in g/mL}}}$

At relatively low ABV, the alcohol percentage by weight is about 4/5 of the ABV (e.g., 3.2% ABW is about 4% ABV). However, because of the miscibility of alcohol and water, the conversion factor is not constant but rather depends upon the concentration of alcohol. 100% ABW, of course, is equivalent to 100% ABV.

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Prediction of alcohol content

During the production of wine and beer, yeast is added to a sugary solution. During fermentation, the yeasts consume the sugars and produce alcohol. The density of sugar in water is greater than the density of alcohol in water. A hydrometer is used to measure the change in specific gravity (SG) of the solution before and after fermentation. The volume of alcohol in the solution can then be estimated. There are a number of empirical formulae which brewers and winemakers use to estimate the alcohol content of the liquor made.

Wine

The simplest method for wine has been described by English author C.J.J. Berry:

• ${\displaystyle ABV=(\mathrm {Starting~SG} -\mathrm {Final~SG} )/7.36}$

Beer

The calculation for beer is:

${\displaystyle ABV=133.62\times \left(\mathrm {Starting~SG} -\mathrm {Final~SG} \right)}$

However, many brewers use the following formula which uses a different constant (different probably due to temperature variations and rounding):

${\displaystyle ABV=131.25\left(\mathrm {Starting~SG} -\mathrm {Final~SG} \right)}$

It is derived in this manner:

• ${\displaystyle ABV={\frac {\rho _{C2H5OH}}{\rho _{CO2}}}\times {\frac {\rho _{H2O}}{\rho _{C2H5OH}}}\times {\frac {\rho _{CO2}}{\rho _{H2O}}}\times 100}$
• ${\displaystyle ABV={\frac {\rho _{C2H5OH}}{\rho _{CO2}}}\times {\frac {\rho _{H2O}}{\rho _{C2H5OH}}}\times {\frac {\rho _{OG}-\rho _{FG}}{\rho _{H2O}}}\times 100}$
• ${\displaystyle ABV={\frac {\rho _{C2H5OH}}{\rho _{CO2}}}\times {\frac {\rho _{H2O}}{\rho _{C2H5OH}}}\times \left(\mathrm {Starting~SG} -\mathrm {Final~SG} \right)\times 100}$
• ${\displaystyle ABV={\frac {46.0684}{44.0095}}\times {\frac {1.0}{0.78934}}\left(\mathrm {Starting~SG} -\mathrm {Final~SG} \right)\times 100}$
• ${\displaystyle ABV={\frac {1.04678}{0.78934}}\times \left(\mathrm {Starting~SG} -\mathrm {Final~SG} \right)\times 100}$
• ${\displaystyle ABV=133.62\times \left(\mathrm {Starting~SG} -\mathrm {Final~SG} \right)}$

1.05 is the ratio of ethanol molecules produced for every molecule of CO₂ produced (46.07 g/mol C2H6O / 44.01 g/mol CO2 = 1.0468) from a single molecule of glucose. The number 0.7936 is the specific gravity of a 100% ethanol solution. Both are unit-less measurements. The difference between the starting SG and the final SG measures the specific gravity lost to CO₂ release.

For higher ABV above 6% many brewers use this formula:

• ${\displaystyle ABV={\frac {1.05}{0.79}}\left({\frac {\mathrm {Starting~SG} -\mathrm {Final~SG} }{\mathrm {Final~SG} }}\right)\times 100}$

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See also

• Alcohol proof
• Unit of alcohol
• Standard drink
• Apparent molar property
• Excess molar quantity
• Volume fraction

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References

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Bibliography

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External links

• "How do brewers measure the alcohol in beer?". HowStuffWorks. 12 December 2000. 
• Jayes, Wayne. "Alcohol Strength and Density". sugartech.co.za. The Sugar Engineers. 

Source of the article : Wikipedia