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Heating Curves

Part of the Energy, Rates and Equilibrium section of Coddy's Chemistry journey. Lesson 11 of 35.

A heating curve: the temperature rises, stays flat while the substance melts, rises, and stays flat while it boils.

Temperature of water against time while it is heated at a steady rate: it rises, stays flat at 0 °C while the ice melts, rises again, and stays flat at 100 °C while it boils

Heating ice to steam: flat steps while it melts and boils

On a slope the energy speeds the particles up:

q=m×c×(T2−T1)q = m \times c \times (T_2 - T_1)

cc, the specific heat, is the energy to warm 1 g by 1 K: water 4.18 J/(g⋅K)4.18\ \mathrm{J/(g·K)}.

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Challenge

A kettle warms 200 g200\ \mathrm{g} of water from 293 K293\ \mathrm{K} to 353 K353\ \mathrm{K}. Water's specific heat is 4.18 J/(g⋅K)4.18\ \mathrm{J/(g·K)}. How much energy qq, in kJ, does the water take in?

Try it yourself

Physics diagram: beaker

Solve for qq

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