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Calorimetry Calculator

Find the heat absorbed by the water in a calorimeter — q = m c ΔT — and the enthalpy change per mole of the reactant, from a temperature rise.

From a temperature rise in the cup to kJ per mole of reaction.

g
Positive if the water warmed (exothermic).
°C
mol
Results update as you type
Results
Heat absorbed by the water
2,842.4 J
In kilojoules
ΔH per mole of reactant (kJ/mol)
Reaction type
Reviewed September 2026. Chemistry is the same in every country: SI and laboratory units throughout.
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About calorimetry

How the calorimetry calculator works

In a simple calorimeter the heat released by a reaction warms the water: q = mass × specific heat × temperature change, with water's specific heat 4.18 J/g·°C. Divide by the moles of the reactant that reacted for ΔH per mole; the sign is negative for an exothermic reaction (the water warmed up).

Coffee-cup calorimeters lose heat to the surroundings, so results are usually a little below the literature value.

Formula: q = m c ΔT · ΔH = −q ÷ n

Worked examples

InputsHeat absorbed by the waterNote
100 g water warms 6.8 °C; 0.05 mol reacted2,842.4 J2,842 J → −56.8 kJ/mol (neutralisation)
50 g water cools 3.0 °C; 0.02 mol dissolved-627 Jendothermic: +31 kJ/mol
250 g water warms 12 °C12,540 J12.5 kJ

Frequently asked questions

Why is ΔH negative when the water warms?

Convention: ΔH describes the reaction. Heat leaving the reaction into the water is a loss for the system, so exothermic ΔH is negative.

What about the heat absorbed by the cup?

A polystyrene cup absorbs little; a metal or glass calorimeter needs its heat capacity added (q = C_cal × ΔT). Enter a higher effective specific heat in Detailed mode if you have calibrated it.

What is the specific heat of water?

4.18 J per gram per degree — one of the highest of common substances, which is why water makes a good calorimeter fluid.

My value is lower than the textbook — why?

Heat loss to the air and the cup, and the reaction not going to completion. Insulating the cup and taking the maximum temperature quickly reduce the gap.

Where these figures come from

Last checked: September 2026. Atomic masses are the IUPAC conventional values; constants are CODATA 2018; equations are the standard textbook forms.