How the brine calculator works
A wet brine is simply salt dissolved in water, sometimes with sugar and aromatics added. The one number that governs how a brine behaves is its salt concentration — the weight of salt relative to the weight of the water. This calculator takes your water amount and a target salt percentage and returns the exact weight of salt to dissolve:
Salt (g) = Water weight (g) × salt % ÷ 100
Because 1 millilitre of water weighs almost exactly 1 gram at kitchen temperatures, the calculator treats each millilitre of water as one gram. If you enter cups or gallons, it first converts to grams (1 US cup of water ≈ 236.6 g, 1 US gallon ≈ 3785.4 g) and then applies the percentage. Any sugar you enter is calculated the same way, as a percentage of the water weight.
Why concentration, not "a handful of salt"
Salt moves into food by diffusion, and the driving force is the difference in salt concentration between the brine and the meat. That is why professional recipes specify a percentage rather than "add salt to taste." A fixed percentage gives the same result whether you brine one chicken thigh or a whole turkey — you just scale the water and the salt together. It also removes the biggest source of error in home brining: guessing.
Common brine strengths
- 3–5% — light brine: gentle and forgiving, good for delicate fish, shrimp, or long overnight-to-multi-day soaks where a stronger brine would over-salt.
- 5–6% — all-purpose: the workhorse range for chicken, turkey, and pork chops brined for a few hours up to overnight. A 6% brine on 2 litres of water needs 120 g of salt.
- 8–10% — strong brine: cures faster and firms up texture; used for quick soaks, cured or smoked meats, and many vegetable pickles.
- Above ~26%: the saturation point of salt in cold water — you physically cannot dissolve more, and undissolved salt just settles on the bottom.
A worked example
Say you want to brine a chicken in 3 litres of water at 6%. Three litres of water weigh about 3000 g, so you need 3000 × 6 ÷ 100 = 180 g of salt. If you also want a lightly sweet brine at 3% sugar, that is 3000 × 3 ÷ 100 = 90 g of sugar. Dissolve both fully before the chicken goes in.