Your calorimeter
Heat flows from the hot metal into the water.
0.0 simulated s
Set up an experiment, then start the run.
Your energy balance
Read the temperatures first, then calculate. Use ΔT = final − initial; a decrease gives negative q.
Investigate & understand the model
For metals: qwater = −qmetal, so cmetal = mwater × 4.184 × (Tf − Twater) / [mmetal × (Tmetal − Tf)]. Double the metal mass and compare ΔT.
For neutralization: H⁺ + OH⁻ → H₂O. qsolution = m × 4.184 × ΔT; ΔH = −qsolution / mol H₂O formed. Try unequal reactant amounts to find the limiting reagent.
Ideal insulated calorimeter with negligible cup heat capacity, no evaporation, perfect mixing, and solution density 1.00 g/mL and specific heat 4.184 J/(g·°C). Neutralization uses −57.3 kJ/mol. Heat transfer is accelerated; the trace is illustrative.
COMPARE YOUR TRIALS
Change one variable. Keep the evidence.
Up to four completed trials stay here until reload. To compare metal masses, keep the material, initial temperatures and water mass the same.
| Trial / setup | Initial water / solution | Final | ΔT |
|---|---|---|---|
| Complete a trial to collect evidence. | |||
About this activity
Drop heated metals into water and mix acids with bases in a calorimeter. Track the temperature and use the energy balance to calculate specific heat and enthalpy.
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