Brine Calculator
Salt to water ratio for fermenting, pickling and brining. Choose whether the percentage counts the water, the total weight or the food, convert to tablespoons by salt brand, and see the brine's true concentration.
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Chemistry
Physical Chemistry
Brine Calculator
Salt to water ratio for fermenting, pickling and brining. Choose whether the percentage counts the water, the total weight or the food, convert to tablespoons by salt brand, and see the brine's true concentration.
Brine Calculator
Brine calculator
%
Say what the percentage is measured against, pick the food or type your own strength, then enter how much water or food you are working with. The calculator returns the salt to weigh out.
- Target strength in play (%)
- Salt in level tablespoons
- Salt in cups
- Weight of that water
- g
- Weight of the finished brine
- g
- Strength of the finished brine (% by weight)
- Everything in the vessel
- g
- Salt per litre of brine (g/L)
- Molarity (mol/L)
- Density of the brine (g/mL)
- Salinometer reading (degrees SAL)
- Freezing point of the brine
- °C
Weigh out 35 g of salt. Dissolved in the water you listed that gives a brine 3.38 percent salt by weight, which is 12.8 on the salinometer scale.
Scale, batches and spoon measures
Show the salt in tablespoons and cups
Spoon measures depend entirely on the crystal, so pick your salt and the calculator converts the weight for that brand.
Show what the salt does to the water
Density, grams per litre, molarity, the salinometer degree and the freezing point of the brine you just mixed.
Show where this strength sits on the scale
Your brine against the strengths that seasoning, fermenting, curing and saturation actually need.
Show a batch table for common vessel sizes
The same strength scaled to a jar, a crock and a bucket, in grams, ounces and tablespoons.
Water | Salt (g) | Salt (oz) | Level tablespoons | Finished brine (% w/w) |
|---|---|---|---|---|
| 250 mL jar | 8.8 | 0.31 | 0.47 | 3.38 |
| 500 mL jar | 17.5 | 0.62 | 0.94 | 3.38 |
| 1 litre jar | 35 | 1.23 | 1.88 | 3.38 |
| 1 US quart | 33.1 | 1.17 | 1.78 | 3.38 |
| 2 litre crock | 70 | 2.47 | 3.76 | 3.38 |
| 1 US gallon | 132.5 | 4.67 | 7.12 | 3.38 |
| 5 litre bucket | 175 | 6.17 | 9.41 | 3.38 |
Saltwater is the simplest solution in the kitchen but also the most obscure part of many recipes. Although salt content is given as a percentage, few people explain what that percentage refers to.
Because of this lack of information, the salt content of sauerkraut in one book (e.g. 2%) can differ by a third from another book (e.g. 2%). There are methods that only take into account water and others that include both the cabbage and the water.
This calculator allows you to change the denominator from a predefined base to a controllable selection. By selecting the reference value for the percentage it shows how much salt is required, what concentration can actually be achieved or the ratio of water to salt and also explains what happens chemically in the solution.
What does the percentage of salt water mean?
The percentage of salt water is a mass ratio. Salt is always measured by weight. The only question is what value to use as the denominator.
Basis | Who uses it | What the number means |
|---|---|---|
Water only | Vegetable fermenting, wet brining for meat | Grams of salt per 100 g of water poured in |
Food plus water | Equilibrium brining, the 2.2% rule | Grams of salt per 100 g of everything in the vessel |
Food only | Dry brining, salting a roast | Grams of salt per 100 g of meat or vegetables |
Water is convenient. Since water has a density of 1 gram per milliliter, one liter of water equals one kilogram, and a 3% salt solution would be equal to one kilogram of water plus 30 grams of salt. Because of this simple calculation, the method using only water as a reference point is the standard method used in many books on fermentation.
It makes more sense to take the ingredients and water as a base. Most vegetables are made up of water, so if you put them in a jar and leave it for a day, that water is already brine. The fact that this has been taken into account from the start is why some restaurants can make a variety of fermented foods with the same ratio.
A concrete example:
Let's say you want to make a salt solution with a volume of 2.5 liters and a concentration of 2% using water as the base. Most fermentation recipes are designed to use this method of calculation.
Fifty grams: if you take the total weight as a basis, for example in a glass of chopped greens with a weight of 900 g and water with a weight of 1600 g, then the basis is the sum of 2500 g, and the result would also be 50 g. This accidental coincidence is why the two methods can easily be confused.
If you mix 1 kg of cucumber with 1 liter of water and calculate it as 3.5%, then using water as the basis would require 35 g of salt while using total weight as the basis would require 70 g. The latter would have a taste reminiscent of sea water.
A hidden pitfall in percentage statements that no one explains.
A salt solution with water as the solvent (10%) has a different concentration of salt than 10%. If you add 200 grams of salt to 2000 grams of water, then the weight of the resulting liquid is 2200 grams, and the proportion of salt in it will be 9.09%.
The difference is small at concentrations used for fermentation but becomes larger at higher concentrations used for preservation. At 2%, there are two possible interpretations differing by a quarter of a percentage point while at 25% the difference is exactly five percentage points.
Chemically speaking, it is important to pay attention to the second number as this indicates the actual concentration of the solution. Recipes almost always refer to the first number. This calculator shows both values simultaneously so you don't have to guess which convention a particular source uses.
The amount of salt required per ingredient:
These are concentrations that have been established over time in the traditions of fermentation and preservation. Unless otherwise stated all values refer to water as a solvent. Do not consider these values as rigid rules but rather averages within a certain range.
Food | Strength | Why |
|---|---|---|
Cabbage, leafy greens | 2% | Juicy and shreds fine, so it makes its own brine |
Cauliflower, broccoli | 2 to 2.5% | Dense florets, mild flavour |
Carrots, beets, green beans, tomatoes | 2% | Firm, low risk, seasoned rather than preserved |
Garlic | 3% | Slow ferment, worth the extra protection |
Cucumbers, zucchini | 3.5 to 5% | Salt keeps the pectin firm, which is what crunch is |
Onions, radish | 5% | Sharp, and prone to going soft |
Peppers, hot sauce mash | 5% | Long ferment before blending |
Olives | 10% | Bitter, slow, and stored for a year |
Meat, equilibrium brine | 1.2 to 1.8% of food plus water | The meat ends up at the brine's strength, so it cannot oversalt |
Meat, wet brine | 5 to 7% of water | Fast, seasons the outer layer, timed rather than left |
Meat, dry brine | About 2% of the meat | No water added; the meat's own juices do the dissolving |
Wet salting, dry salting, equilibrium salting.
For brining in a saturated solution, high concentration of the solution and precise time control are required. When meat is immersed into a salt solution with 5 to 7% concentration, it quickly absorbs salt on its outside surface so that it must be removed before the surface becomes too salty. As the salt will be distributed inside when cooked later, the finished poultry has uniform taste even if the brine does not reach the center.
Dry brining does not use water. The salt on the surface pulls moisture out of the meat and dissolves to be reabsorbed by the meat itself as a concentrated saline solution. This prevents dilution, and causes the skin to dry out, which is why poultry is well suited for dry brining.
The equilibrium brining is a more patient method. The meat and water are weighed together, and a small amount of salt is added. The salt then naturally distributes itself until all areas have the same concentration. At this point no further change will take place. This makes it more flexible as poultry won't become too salty even if stored for longer periods.
Not all salt is equal.
Recipes that call for measuring salt with a spoon are not only measuring the salt but also air. The amount that fits in a spoon depends on the shape of the crystals and there can be differences between brands that exceed twice as much.
Salt | Grams per level tablespoon | Per cup |
|---|---|---|
Table salt, fine grain | 18.6 | About 298 g |
Morton kosher | 14.75 | About 236 g |
Fine sea salt | 14.6 | About 234 g |
Sel gris, coarse grey | 13 | About 208 g |
Diamond Crystal kosher | 9.75 | About 156 g |
Maldon flakes | 8.4 | About 134 g |
Replacing a tablespoon of table salt with a tablespoon of Diamond Crystal will nearly double the amount of salt. This is one of the most common causes for home-canning failures, which is why reliable canning resources strongly recommend purchasing a scale.
Do not use iodized salts or salts with anti-caking agents during active fermentation. Iodine acts as an antibacterial agent, and this is undesirable when culturing lactic acid bacteria. Anti-caking agents can cloud the brine.
How long does it take to cure?
Since salt diffuses into the meat, the time required does not depend on the weight of the piece of meat but rather on the distance that the salt has to travel. If the thickness is doubled, then the time increases by a factor of four. Even if the weight of the piece of meat doubles without changing its thickness, the time required remains nearly unchanged.
Here 'd' is the thickness of the thickest part in inches, 'r' is about 8 hours per square inch for flavor brining, 's' is 1 for flat steaks and 1.5 for round steaks. For full equilibrium brine the concentration must be the same at the center as it is on the surface, and the time required is about 120 hours per square inch.
Cut | Thickness | Shape | Flavour brine |
|---|---|---|---|
Chicken breast | 1 inch | Flat | About 8 hours |
Thick pork chop | 1.5 inch | Flat | About 18 hours |
Turkey breast | 2 inch | Round | About 48 hours |
Fish fillet | 0.5 inch | Flat | About 2 hours |
Keep the whole process below 4 degrees C, use non-reactive containers and dispose of used brine without reuse.
The effect of salt on water.
When salt dissolves, there are measurable changes that occur to the liquid. This calculator shows those changes because they reveal how solutions of salts behave.
Density:
Salt water is denser than fresh water and its density changes in a predictable pattern. A 10% solution has a density of 1.071 g/ml while saturated salt water has a density of 1.197 g/ml. This explains why the traditional olive test works. If you put an egg in salt water, you can get a rough estimate of how salty the water is. An egg needs to be about 1.03 g/ml to float which corresponds to about 5% concentration of salt water.
Salt meter reading:
Industrial manufacturers often express the salt content in terms of SAL degrees, with 100 being fully saturated. A brine solution with a weight ratio of 10% has an SAL value of 38. This is just another name for saturation degree and also corresponds to the scale that can be read by an areometer directly immersed into liquid.
saturation level
At room temperature water can only dissolve about 36 grams of salt. Calculated per 100 grams of water, the resulting solution has a salinity of 26.4%. Heating the water brings few benefits. Sodium chloride is a typical solid whose solubility changes little with increasing temperature. Even when boiling, the dissolved amount increases to about 39 grams of salt per 100 grams of water.
freezing point
Each dissolved particle lowers the freezing point, and each unit of the salt's chemical formula produces two particles. A brine with 3.5% salt is roughly equivalent to seawater and freezes at a temperature close to -2 °C. With 10% salt, the freezing point is closer to -6 °C.
The lowest temperature is -21.1 degrees Celsius which corresponds to the eutectic point for a brine with 23.3% salt. Below this temperature no mixture of salt and water can remain liquid. This explains why on really cold days, road salt may not work any more.
Things that can't be explained by chemistry alone.
The calculations performed here are correct but actual values may vary. Vegetables give off water to the brine in the first day or two so the initial concentration of 3.5% will slowly decrease in your tank. This is normal and another reason to use total weight as a reference.
Meat marked "pre-seasoned" or with a certain percentage of solution has already been salted at the factory. If you add additional salt, it will make the turkey inedibly salty.
Curing salt is a different substance with different uses. The product "Prague powder" contains 6.25% sodium nitrite, which is expressed in parts per million (ppm) and regulated by law as to the maximum amount allowed, not by the salt content. The contents of this page do not apply to "Prague powder", nor can it be substituted for with coarse salt.
These results are estimates and are intended for use in cooking, fermentation or laboratory purposes. The properties of the solution will be calculated as pure sodium chloride at 20 degrees Celsius which may differ from actual ingredients. For food preservation please follow verified recipes and local food safety guidelines.
Frequently asked questions
- How much salt do you need to make a 2% solution?
Twenty grams are required for one liter of water. One liter of water weighs 1000g and two percent of that is 20g. To make a 3.5% salt solution you need 35g per litre, but to make a 5% solution you need 50g. If the recipe gives the total weight of ingredients plus water as 2%, then weigh both together and add them up, then take two percent of that total weight.
- Does the percentage of salt solution refer to the weight of water or total weight?
Calculation tools ask this because definitions vary widely by source. Fermentation recipes almost always refer to water only. Curing meat or the single ratio method used in some restaurant kitchens takes into account the total weight of ingredients and water. Dry brining weighs out just the ingredients themselves. Even using the same percentage, results can differ by a third or more if the base is wrong.
- Why does this brine have a salt content of only 9.09%, even though it is defined as a 10% salt solution?
This is because the volume of water (10%) does not equal the volume of the resulting liquid (10%). If 200 grams of salt are added to 2000 grams of water, a saline solution of 2200 grams will be produced and if you divide 200 by 2200, you get 9.09%. The first number is the value that the recipe refers to while the second one is the concentration that chemists use. The higher the salt concentration, the bigger the difference.
- Can I measure salt in tablespoons instead of grams?
Yes, but the margin of error is quite large. A level tablespoon of fine sea salt weighs about 18.6 grams while a tablespoon of Maldon salt crystals weighs about 8.4 grams. So if you use a different type of salt in a recipe that was formulated for one particular type of salt, your results could be off by as much as double. When you select a specific brand of salt in the calculator, it will convert the weight to match that brand.
- How long should meat be soaked in brine?
The time required for brining is not dependent on weight but rather thickness squared. A flat piece of meat one inch thick will take about eight hours, a piece one and a half inches thick will take about eighteen hours and a round piece two inches thick will take about forty-eight hours. For full salt curing the concentration inside must be the same as at the surface so this process takes much longer. The time is measured in days per inch rather than hours. The entire process needs to be kept below 4 degrees Celsius.
- Is there an upper limit to the concentration of brine that can be used?
This is a solution in which the salt makes up about 26.4% of the total weight, corresponding to an amount of 36 g of salt and 100 g of water. If this concentration is exceeded, additional salt will not dissolve even with constant stirring but will sink to the bottom. As the solubility of sodium chloride depends little on temperature, the effect of warming up is very small compared to most other solids. This saturated brine solution shows a salinity of 100 degrees on a scale and freezes at minus 21.1 degrees Celsius.
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Disclaimer: This calculator is provided for general informational and educational purposes only. Our calculators are under active development, and results may be inaccurate, incomplete, or unsuitable for your situation. Always verify the figures independently and seek advice from a qualified professional before relying on them. We make no warranties and accept no liability for any loss or decision arising from use of this tool.
References
- National Center for Home Food Preservation
University of Georgia research-based guidance on fermenting, pickling and curing at home.
- USDA Food Safety and Inspection Service
Safe handling temperatures and curing rules for brined and cured meat.
- NIST Chemistry WebBook
Reference physical data for sodium chloride and water.
- Wikipedia: Brine
Definitions, concentration conventions and the salinometer scale.
- Wikipedia: Sodium chloride
Solubility in water against temperature, molar mass and solution density.
- Wikipedia: Freezing-point depression
The colligative relationship and the salt-water eutectic at minus 21.1 degrees Celsius.