This calculator translates a single hydrometer reading into every unit brewers care about: gravity points, degrees Plato (effectively Brix), and the approximate dissolved sugar in grams per litre. Add a final gravity and it also reports apparent attenuation.
How it works
Specific gravity (SG) is the density of the wort relative to water. Pure water
is 1.000; dissolved sugar raises it.
Gravity points are just the decimal part scaled up:
points = (SG - 1) * 1000
So 1.050 is 50 points.
Degrees Plato is the percentage of sugar by weight, obtained from the standard cubic approximation:
Plato = -616.868 + 1111.14*SG - 630.272*SG^2 + 135.997*SG^3
Dissolved sugar (g/L) combines Plato (mass percent) with wort density. Since
1 L of wort weighs SG kilograms (1000 * SG grams), the sugar mass is:
sugar_g_per_L = Plato/100 * 1000 * SG
A 1.050 wort is about 12.4 Plato, giving
0.124 * 1000 * 1.050 ≈ 130 g/L of dissolved sugar.
Tracking fermentation
If you supply a final gravity (FG), the tool reports apparent attenuation, the percentage of gravity points the yeast removed:
apparent attenuation = (OG_points - FG_points) / OG_points * 100
For an OG of 1.050 (50 pts) finishing at 1.010 (10 pts), that is
(50 - 10) / 50 = 80% — a healthy, well-fermented beer.
Notes
- The Plato polynomial is accurate across the normal brewing range (roughly
1.000to1.130). - “Sugar content” here is the total dissolved extract, which in real wort is mostly fermentable sugars plus some unfermentable dextrins — Plato cannot distinguish the two.
- Always temperature-correct your hydrometer reading first; most are calibrated at 20 degrees C. All math runs locally in your browser.