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Formula

 

Terms/Facts

  • SG = Technically is Specific Gravity.
  • SG/CG/FG = Starting/Current/Final Gravity.
  • HSG = Honey SG.
  • Attenuation = Percent of sugars converted to Alcohol/CO2 by yeast
  • Honey's SG is aprox .008 per lb/us gallon.
  • Honey has an average specific gravity of 1.41, which gives it a weight of about 11 pounds, l2 ounces to the gallon.
  • Water's SG is 1.
  • 128 US oz in 1 US gallon, 25.3 US oz in 750 ml bottle
  • Sufficient heat pasteurization of honey may be achieved in as little as 1 minute at 155F.
  • The minimum threshold for Sulfite sanitation is 70 ppm, which equates to 0.4 grams per gallon at pH 3.5.
  • Use "Spring Water" if using bottled water, not distilled or purified. You don't want chlorine, but you do want the natural minerals.
  • http://www.unitconversion.org/

Types of Mead

  • Hydromel(Traditional) = Honey & Water
  • Cyser(Apple Melomel) = Honey & Apples
  • Pyment(Grape Melomel) = Honey & Grapes
  • Melomel = Honey & Any Fruit
  • Metheglin = Honey & Spices/Herbs
  • Rhodomel = Honey & Rose Petals
  • Braggot = Honey & Malt
  • Mixed = Honey & Two or More

Sweetness Scale

  • Converted Sweetness Scale (fg/gallon)
  • Scale

    Impression

    Gravity

    0

    Very Dry

    0.990-1.003

    1-2

    Dry

    1.003-1.011

    3-4

    Medium

    1.011-1.018

    5-6

    Sweet

    1.018-1.026

    7-10

    Very Sweet

    1.026-1.041

  • Wine Sweetness Code (grams/litre)
  • Scale

    Impression

    Grams/Litre

    0

    Dry

    0-5

    1-2

    Off Dry

    5-25

    3-4

    Medium

    25-45

    5-6

    Sweet

    45-65

    7-10

    Very Sweet

    65-105

  • http://www.bcliquorstores.com/en/mattersoftaste/expertadvice/sweetnesscode

Specific Gravity

  • http://en.wikipedia.org/wiki/Gravity_%28beer%29
  • (#) lbs honey/gallon * total gallons.
  • (4 * 5) = 20
  • ALWAYS confirm your SG before pitching yeast to adjust your Honey SG effect below.
  • SG - 1 / total lbs of honey = HSG.
  • 1.160 - 1 / 20 = .008
     
  • Per notes from Hightest (http://forum.northernbrewer.com/viewtopic.php?t=42377) on determining a Specific Gravity backwards based on voulme required to fill one pound (in milliliters)

  • SG = σx / σ H20 (@4°C)
  • Water @ 4°C(39°F) is 62.43 Lbm / ft3.
  • Water @ 20°C(68°F) is 62.29 Lbm/ft3.
  • So all that is needed is to find the density of your test fluid. Assuming your weight & volumeteric measurements are reasonably accurate, the answer may be found using unit analysis:
  • σx = (1 Lbm/500 ml )(1000 ml/L)(L/0.03532ft3) = 56.625 Lbm /Ft3
  • Thus, depending on the temperature, the SG is: SG = 56.625/62.43 = 0.9070, which means your test fluid is ~9.3% lighter than water.
  • So, in laymens terms: (1/x)*(1000)/(0.03532) where x is the volume in milliliters of your liquid. Divide that by 62.43 to determine an aproximate Specific Gravity.

Brix

  • http://en.wikipedia.org/wiki/Brix
  • Basic Conversion: SG = 1 +(0.004 x Brix)
  • True Conversion: SG = 1.000019 + [0.003865613(Brix) + 0.00001296425(Brix) + 0.00000005701128(Brix)]

  • Specific Gravity Brix
    0.9900.00
    0.9910.00
    0.9920.00
    0.9930.00
    0.9940.00
    0.9950.00
    0.9960.00
    0.9970.00
    0.9980.00
    0.9990.00
    1.0000.00
    1.0010.26
    1.0020.51
    1.0030.77
    1.0041.03
    1.0051.28
    1.0061.54
    1.0071.80
    1.0082.05
    1.0092.31
    1.0102.56
    1.0112.81
    1.0123.07
    1.0133.32
    1.0143.57
    1.0153.82
    1.0164.08
    1.0174.33
    1.0184.58
    1.0194.83
    1.0205.08
    1.0215.33
    1.0225.57
    1.0235.82
    1.0246.07
    1.0256.32
    1.0266.57
    1.0276.81
    1.0287.06
    1.0297.30
    1.0307.55
    1.0317.80
    1.0328.04
    1.0338.28
    1.0348.53
    1.0358.77
    1.0369.01
    1.0379.26
    1.0389.50
    1.0399.74
    1.0409.98
    1.04110.22
    1.04210.46
    1.04310.70
    1.04410.94
    1.04511.18
    1.04611.42
    1.04711.66
    1.04811.90
    1.04912.14
    1.05012.37
    1.05112.61
    1.05212.85
    1.05313.08
    1.05413.32
    1.05513.55
    1.05613.79
    1.05714.02
    1.05814.26
    1.05914.49
    1.06014.72
    1.06114.96
    1.06215.19
    1.06315.42
    1.06415.65
    1.06515.88
    1.06616.11
    1.06716.34
    1.06816.57
    1.06916.80
    1.07017.03
    1.07117.26
    1.07217.49
    1.07317.72
    1.07417.95
    1.07518.18
    1.07618.40
    1.07718.63
    1.07818.86
    1.07919.08
    1.08019.31
    1.08119.53
    1.08219.76
    1.08319.98
    1.08420.21
    1.08520.43
    1.08620.65
    1.08720.88
    1.08821.10
    1.08921.32
    1.09021.54
    1.09121.77
    1.09221.99
    1.09322.21
    1.09422.43
    1.09522.65
    1.09622.87
    1.09723.09
    1.09823.31
    1.09923.53
    1.10023.75
    1.10123.96
    1.10224.18
    1.10324.40
    1.10424.62
    1.10524.83
    1.10625.05
    1.10725.27
    1.10825.48
    1.10925.70
    1.11025.91
    1.11126.13
    1.11226.34
    1.11326.56
    1.11426.77
    1.11526.98
    1.11627.20
    1.11727.41
    1.11827.62
    1.11927.83
    1.12028.05
    1.12128.26
    1.12228.47
    1.12328.68
    1.12428.89
    1.12529.10
    1.12629.31
    1.12729.52
    1.12829.73
    1.12929.94
    1.13030.15

Attenuation

  • Attenuation: A% = [(SG-FG)/(SG-1)] x 100
  • [(1.160-1.045)/(1.160-1)] x 100 = 71.875%

Calories

  • 851*[(SG - 1)*(SG + 3)] = C per 12oz
  • 851*[(1.160 - 1) * (1.160 + 3)] = 556.4256 per 12 oz

Alcohol by Volume (ABV)

  • (SG - FG) * 125 = % ABV
  • 1.160 - 1.045 = 0.115 x 125 = 14.375% ABV.
  • I have also seen this:

  • (SG - FG)/0.00738 = % ABV
  • 1.160 - 1.045 = 0.115 / 0.00738 = 15.582% ABV.