Boiling Point Elevation Calculator
Find the boiling point increase caused by a dissolved solute using molality, Kb, and the Van't Hoff factor.
About boiling point elevation
Boiling point elevation examples
| Inputs | Result | Explanation |
|---|---|---|
| 1.0 m glucose in water; Kb 0.512; factor 1 | Elevation 0.512 °C; boiling point 100.512 °C | Glucose is treated as a nonelectrolyte. |
| 0.5 m sodium chloride in water; Kb 0.512; factor 2 | Elevation 0.512 °C; boiling point 100.512 °C | The ideal two-particle factor doubles the colligative effect. |
| 0.25 m calcium chloride in water; Kb 0.512; factor 3 | Elevation 0.384 °C; boiling point 100.384 °C | The example assumes ideal complete dissociation. |
How to calculate boiling point elevation
- Enter the solute molality in moles per kilogram of solvent.
- Enter the solvent's ebullioscopic constant and pure boiling point.
- Enter the appropriate Van't Hoff factor for the dissolved solute.
- Select Calculate elevation to see the temperature rise and final boiling point.
Boiling point elevation FAQ
What is the boiling point elevation formula?
Multiply the Van't Hoff factor by the ebullioscopic constant and solution molality. Add that temperature change to the pure solvent boiling point to obtain the solution estimate.
Why does the formula use molality?
Molality is based on solvent mass and does not change when temperature changes. Molarity depends on solution volume, which can expand or contract with temperature.
What Van't Hoff factor should I use?
Use one for a nonelectrolyte that stays molecular and the expected ion count for an ideal fully dissociated electrolyte. Real factors may differ because of ion pairing and other interactions.
Can this calculator handle volatile solutes?
The simple colligative formula assumes the solute is nonvolatile. A volatile solute contributes to total vapor pressure and requires a vapor-liquid equilibrium model.
Is the elevation always large enough to measure easily?
No, dilute aqueous solutions often raise boiling point by less than one degree. Accurate experimental measurement requires controlled pressure and calibrated temperature equipment.