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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 |
| 0.990 | 0.00 | | 0.991 | 0.00 | | 0.992 | 0.00 | | 0.993 | 0.00 | | 0.994 | 0.00 | | 0.995 | 0.00 | | 0.996 | 0.00 | | 0.997 | 0.00 | | 0.998 | 0.00 | | 0.999 | 0.00 | | 1.000 | 0.00 | | 1.001 | 0.26 | | 1.002 | 0.51 | | 1.003 | 0.77 | | 1.004 | 1.03 | | 1.005 | 1.28 | | 1.006 | 1.54 | | 1.007 | 1.80 | | 1.008 | 2.05 | | 1.009 | 2.31 | | 1.010 | 2.56 | | 1.011 | 2.81 | | 1.012 | 3.07 | | 1.013 | 3.32 | | 1.014 | 3.57 | | 1.015 | 3.82 | | 1.016 | 4.08 | | 1.017 | 4.33 | | 1.018 | 4.58 | | 1.019 | 4.83 | | 1.020 | 5.08 | | 1.021 | 5.33 | | 1.022 | 5.57 | | 1.023 | 5.82 | | 1.024 | 6.07 | | 1.025 | 6.32 | | 1.026 | 6.57 | | 1.027 | 6.81 | | 1.028 | 7.06 | | 1.029 | 7.30 | | 1.030 | 7.55 | | 1.031 | 7.80 | | 1.032 | 8.04 | | 1.033 | 8.28 | | 1.034 | 8.53 | | 1.035 | 8.77 | | 1.036 | 9.01 | | 1.037 | 9.26 | | 1.038 | 9.50 | | 1.039 | 9.74 | | 1.040 | 9.98 | | 1.041 | 10.22 | | 1.042 | 10.46 | | 1.043 | 10.70 | | 1.044 | 10.94 | | 1.045 | 11.18 | | 1.046 | 11.42 | | 1.047 | 11.66 | | 1.048 | 11.90 | | 1.049 | 12.14 | | 1.050 | 12.37 | | 1.051 | 12.61 | | 1.052 | 12.85 | | 1.053 | 13.08 | | 1.054 | 13.32 | | 1.055 | 13.55 | | 1.056 | 13.79 | | 1.057 | 14.02 | | 1.058 | 14.26 | | 1.059 | 14.49 | | 1.060 | 14.72 | | 1.061 | 14.96 | | 1.062 | 15.19 | | 1.063 | 15.42 | | 1.064 | 15.65 | | 1.065 | 15.88 | | 1.066 | 16.11 | | 1.067 | 16.34 | | 1.068 | 16.57 | | 1.069 | 16.80 | | 1.070 | 17.03 | | 1.071 | 17.26 | | 1.072 | 17.49 | | 1.073 | 17.72 | | 1.074 | 17.95 | | 1.075 | 18.18 | | 1.076 | 18.40 | | 1.077 | 18.63 | | 1.078 | 18.86 | | 1.079 | 19.08 | | 1.080 | 19.31 | | 1.081 | 19.53 | | 1.082 | 19.76 | | 1.083 | 19.98 | | 1.084 | 20.21 | | 1.085 | 20.43 | | 1.086 | 20.65 | | 1.087 | 20.88 | | 1.088 | 21.10 | | 1.089 | 21.32 | | 1.090 | 21.54 | | 1.091 | 21.77 | | 1.092 | 21.99 | | 1.093 | 22.21 | | 1.094 | 22.43 | | 1.095 | 22.65 | | 1.096 | 22.87 | | 1.097 | 23.09 | | 1.098 | 23.31 | | 1.099 | 23.53 | | 1.100 | 23.75 | | 1.101 | 23.96 | | 1.102 | 24.18 | | 1.103 | 24.40 | | 1.104 | 24.62 | | 1.105 | 24.83 | | 1.106 | 25.05 | | 1.107 | 25.27 | | 1.108 | 25.48 | | 1.109 | 25.70 | | 1.110 | 25.91 | | 1.111 | 26.13 | | 1.112 | 26.34 | | 1.113 | 26.56 | | 1.114 | 26.77 | | 1.115 | 26.98 | | 1.116 | 27.20 | | 1.117 | 27.41 | | 1.118 | 27.62 | | 1.119 | 27.83 | | 1.120 | 28.05 | | 1.121 | 28.26 | | 1.122 | 28.47 | | 1.123 | 28.68 | | 1.124 | 28.89 | | 1.125 | 29.10 | | 1.126 | 29.31 | | 1.127 | 29.52 | | 1.128 | 29.73 | | 1.129 | 29.94 | | 1.130 | 30.15 |
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.
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