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Calculating Priming Sugar Additions
(information from Ashton Lewis and Mark Hibberd)
This is not something I have written, but is information that I find very useful. I have posted the rough idea here in an attempt to preserve it so I don't lose it. Basically, the following information is designed to dispel the myth that one must use a certain amount of priming sugar every time you brew. For example, often recipes call for 3/4 cup of corn sugar at bottling time. This amount, however, may not provide the correct carbonation level for the particular style of beer that is being brewed. I found the following information that was compiled by Andy Davison of the rec.crafts.brewing newsgroup from research done by Brew Your Own (BYO) magazine's Technical Consultant Ashton Lewis. Ashton says: When I was in graduate school at Davis, I derived a simple equation beginning with the ideal gas law and the stoichiometric conversion of glucose to ethanol and carbon dioxide. The only flaws with the equation are that the ideal gas law represents an "ideal" gas (not a real gas) and glucose is not 100% converted to ethanol and carbon dioxide. Those are picky points, however.
(1096.825)*(desired volumes CO2)*(liters
beer)=grams For example, we want to prime 20 liters (5.2 gal) of beer to increase the CO2 content from ~1.0 volumes to 2.0 volumes at a serving temperature of 4 oC (39 oF). It is key to recognize that beer, even held at atmospheric pressure, is not devoid of CO2 after fermentation, thus the starting volume of ~1.0 in this example. We want to add enough sugar to provide a change of 1 volume CO2 to the beer. The serving temperature in oK is used because it is in the ideal gas law. (oK= oC +273).
(1096.825)*(1 volume change)*(20 liters)=79
grams By using the above equation, one can more accurately
determine the proper amount of priming sugar to add to a beer in order to
obtain a particular carbonation level at a particular serving temperature.
Apparent Real
Grams Bibliography |