Solubility Calculator
Calculate solubility at different temperatures. Determine saturation levels and maximum dissolution amounts.
Solubility Parameters
Solubility at 25C
36.0000 g/100mL
Very Soluble
Solubility (g/L)
360.0000
Solubility (M)
6.160164
Max Dissolves
36.000 g
Undissolved
0.000 g
Saturation Status:
100.0%
Saturated - maximum solute dissolved
Compound Info
Sodium Chloride
Molar Mass: 58.44 g/mol
About Solubility
Solubility is the maximum amount of a substance that can dissolve in a given amount of solvent at a specific temperature. Most solid solutes become more soluble as temperature increases, though some (like calcium sulfate) show inverse solubility. Understanding solubility is crucial for crystallization, purification, and formulation in chemistry and pharmaceuticals.
What Is Solubility?
Solubility is the maximum amount of a solute that can dissolve in a given amount of solvent at a specific temperature to form a saturated solution. It is a fundamental physical property that determines whether a substance will dissolve in a particular solvent and to what extent. Solubility is typically expressed as grams of solute per 100 mL of solvent (g/100 mL), molarity (mol/L), or other concentration units.
The solubility of a substance depends on several factors: the nature of the solute and solvent (following the "like dissolves like" principle), temperature, pressure (for gases), and the presence of other dissolved substances. Polar and ionic compounds tend to dissolve in polar solvents like water, while nonpolar compounds dissolve in nonpolar organic solvents. Temperature generally increases the solubility of solids in liquids, though notable exceptions exist.
Understanding solubility is essential for many practical applications. In pharmaceutical chemistry, the solubility of a drug determines its bioavailability and formulation strategy. In environmental science, solubility governs the transport and fate of pollutants in water systems. In industrial chemistry, solubility data guides crystallization, purification, and process design.
When a solution contains the maximum amount of dissolved solute at a given temperature, it is said to be saturated. Solutions containing less than the maximum are unsaturated, while solutions that contain more than the theoretical maximum (often achieved by careful manipulation of conditions) are supersaturated. Supersaturated solutions are metastable and will precipitate excess solute if disturbed or seeded with crystal nuclei.
Solubility Calculation Formulas
The calculator uses a simplified linear model to estimate solubility at different temperatures. For most solid solutes, solubility increases approximately linearly with temperature over moderate temperature ranges. The relationship is expressed as a base solubility at 25°C modified by a temperature coefficient that accounts for the change in solubility per degree Celsius.
The solubility at any temperature can be estimated using: S(T) = S(25°C) + k × (T − 25°C), where S(25°C) is the solubility at 25°C, k is the temperature coefficient, and T is the desired temperature in degrees Celsius. This linear approximation works well for temperature ranges of 0–100°C for most common salts.
Once the solubility in g/100 mL is known, it can be converted to other units: g/L by multiplying by 10, and molarity by dividing by the molar mass. The saturation percentage compares the actual concentration to the maximum solubility, indicating whether the solution is unsaturated, saturated, or supersaturated.
The amount of solute that will dissolve in a given volume is calculated as: mass_dissolved = (solubility × volume) / 100. Any excess mass remains undissolved at the bottom of the container.
Temperature-Dependent Solubility
Where:
- S(T)= Solubility at temperature T (g/100 mL)
- S₂₅= Solubility at 25°C (g/100 mL)
- k= Temperature coefficient (g/100 mL per °C)
- T= Temperature in degrees Celsius
How to Use This Calculator
This solubility calculator helps you determine how much solute will dissolve at different temperatures and predict saturation behavior. Follow these steps:
- Select a Compound: Choose from the list of common compounds including NaCl, KNO₃, CaSO₄, AgCl, BaSO₄, CuSO₄, KCl, NaOH, Na₂SO₄, and NH₄Cl. Each compound has predefined solubility data including temperature coefficient and molar mass.
- Set Temperature: Enter the temperature in degrees Celsius or use the slider to adjust it from 0°C to 100°C. Watch how the solubility changes with temperature.
- Enter Mass of Solute: Input the mass of solute you plan to dissolve, in grams.
- Enter Volume of Solution: Specify the volume of solvent or solution in milliliters.
- Review Results: Examine the calculated solubility at the given temperature, the saturation percentage, maximum mass that will dissolve, and the amount remaining undissolved.
The calculator classifies the solution as unsaturated (can dissolve more), saturated (at maximum capacity), or supersaturated (contains excess solute). It also provides the solubility in multiple units for convenience.
Understanding the Results
The results show the solubility at the specified temperature in grams per 100 mL, grams per liter, and molarity. The classification tells you whether the solute is very soluble (>100 g/L), soluble (10–100 g/L), slightly soluble (1–10 g/L), sparingly soluble (0.01–1 g/L), or insoluble (<0.01 g/L).
The saturation percentage indicates the current state of your solution. Below 100% means the solution is unsaturated and can dissolve more solute. At exactly 100%, the solution is saturated. Above 100% indicates a supersaturated condition where excess solute will remain undissolved or precipitate.
The "Max Dissolves" value tells you the maximum mass of solute that can dissolve in your specified volume at the given temperature. If you added more than this amount, the excess ("Undissolved") will remain as solid at the bottom of the container.
Temperature dependence varies significantly between compounds. For example, KNO₃ shows dramatic increases in solubility with temperature (temperature coefficient of 0.8 g/100 mL per °C), while NaCl shows very little change (0.02 g/100 mL per °C). CaSO₄ actually becomes less soluble as temperature increases, exhibiting inverse solubility.
Real-World Applications
Solubility data is critical across numerous scientific and industrial disciplines. In pharmaceutical development, drug solubility determines bioavailability, formulation strategy, and route of administration. Poorly soluble drugs often require special formulation techniques such as nano-particle engineering, amorphous solid dispersions, or prodrug strategies to achieve therapeutic concentrations.
In environmental science, solubility governs the transport and fate of pollutants in groundwater, surface water, and soil. Understanding how heavy metals, organic contaminants, and nutrients dissolve and precipitate helps predict contamination patterns and design remediation strategies.
Food science relies heavily on solubility data. Sugar solubility determines the texture of confections, salt solubility affects food preservation, and protein solubility influences the functionality of food ingredients. The preparation of supersaturated sugar solutions is the basis for candy making.
In geology and geochemistry, mineral solubility determines which rocks dissolve in groundwater, how caves form, and how ore deposits are created. The solubility of calcium carbonate, for example, controls the formation of limestone caves and coral reef structures.
Industrial crystallization uses solubility data to design purification processes. By controlling temperature and solvent composition, chemists can selectively crystallize desired compounds while leaving impurities in solution.
Worked Examples
NaCl Solubility at Different Temperatures
Problem:
How much NaCl can dissolve in 200 mL of water at 25°C and at 80°C?
Solution Steps:
- 1NaCl solubility at 25°C = 36 g/100 mL, temperature coefficient = 0.02 g/100 mL per °C.
- 2At 25°C: Max dissolves = (36 g/100 mL × 200 mL) / 100 = 72 g.
- 3At 80°C: S(80) = 36 + 0.02 × (80 - 25) = 36 + 0.02 × 55 = 36 + 1.1 = 37.1 g/100 mL.
- 4At 80°C: Max dissolves = (37.1 × 200) / 100 = 74.2 g.
Result:
At 25°C, 72 g NaCl dissolves in 200 mL. At 80°C, 74.2 g dissolves. NaCl's solubility changes very little with temperature.
KNO₃ Temperature Dependence
Problem:
Compare how much KNO₃ dissolves in 150 mL at 10°C versus 60°C.
Solution Steps:
- 1KNO₃ solubility at 25°C = 38 g/100 mL, temperature coefficient = 0.8 g/100 mL per °C.
- 2At 10°C: S(10) = 38 + 0.8 × (10 - 25) = 38 - 12 = 26 g/100 mL.
- 3At 60°C: S(60) = 38 + 0.8 × (60 - 25) = 38 + 28 = 66 g/100 mL.
- 4At 10°C: Max = 26 × 150 / 100 = 39 g. At 60°C: Max = 66 × 150 / 100 = 99 g.
Result:
KNO₃ dissolves 39 g at 10°C but 99 g at 60°C in 150 mL. The large temperature coefficient (0.8) makes KNO₃ solubility highly temperature-sensitive.
Saturation Check for CuSO₄
Problem:
You dissolve 15 g of CuSO₄ in 50 mL of water at 25°C. Is the solution saturated?
Solution Steps:
- 1CuSO₄ solubility at 25°C = 22 g/100 mL.
- 2Max dissolves in 50 mL = (22 × 50) / 100 = 11 g.
- 3You added 15 g, which exceeds the maximum of 11 g.
- 4Saturation percentage = (15 / 11) × 100 = 136.4%.
- 5Undissolved mass = 15 - 11 = 4 g.
Result:
The solution is supersaturated at 136.4%. Only 11 g dissolves, leaving 4 g of CuSO₄ undissolved at the bottom.
Tips & Best Practices
- ✓Always check solubility data at the specific temperature of your experiment—solubility varies significantly.
- ✓For crystallization, dissolve at high temperature and cool slowly for pure, well-formed crystals.
- ✓NaCl solubility is nearly temperature-independent, making it useful for calibrating solubility measurements.
- ✓KNO₃ has strong temperature dependence—useful for recrystallization purification.
- ✓When preparing saturated solutions, add excess solute and stir until equilibrium is reached.
- ✓Supersaturated solutions can be prepared by slow cooling without agitation or nucleation sites.
- ✓Remember that solubility is specific to the solvent—substances may have very different solubilities in water versus organic solvents.
Frequently Asked Questions
Sources & References
Last updated: 2026-06-06
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Editorial Note
MyCalcBuddy Editorial Team
This page is maintained as an educational calculator reference.
Formula Source: Chemistry: The Central Science
by Brown, LeMay, Bursten