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Melting and freezing

A beaker of ice warmed by room air sat at exactly 0 °C for more than half an hour while it melted.

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Mercury at its melting point, −39 °C: solid and liquid side by side. A few degrees warmer and the crystal is gone.

Put a beaker of ice at −12 °C on the bench. OpenStax shows what happens. After ten minutes the ice has warmed to 0 °C and a little has melted. Thirty minutes later more has melted, but the thermometer still reads 0 °C. Only when the last of the ice is gone does the temperature start to climb, reaching 22.2 °C. The ice kept absorbing heat from the room the whole time. During the melting, none of that heat raised the temperature.

Where the heat goes

In a crystal each molecule is held in place by its neighbours. Heating a solid makes the molecules vibrate harder, and the temperature rises. At the melting point the vibrations are strong enough to pull molecules out of their fixed places. From then on the added energy goes into breaking those holds, not into faster motion, so the temperature stays flat until the whole solid has become liquid. The energy needed to melt one mole of a solid is its enthalpy of fusion. For ice it is 6.01 kJ/mol, so melting 18.02 g of ice takes 6.01 kJ.

How big is 6.01 kJ/mol? Compare it with warming. Liquid water needs 4.18 J to warm 1 g by 1 °C, so 18.02 g needs about 75.3 J per degree. The 6.01 kJ that melts that mole of ice would instead warm the meltwater by 6010 ÷ 75.3 ≈ 80 °C. That is why a drink with ice in it stays cold for so long: each cube soaks up a lot of heat before it is gone, and the drink stays near 0 °C until then.

Freezing runs the same process backwards. As liquid water at 0 °C turns to ice it gives out 6.01 kJ for every mole. Melting takes in heat (it is endothermic); freezing releases heat (it is exothermic). Melting and freezing happen at the same temperature, so the melting point of ice and the freezing point of water are one number. In a perfectly insulated flask a mixture of ice and water stays at that temperature, with melting and freezing going on at equal rates.

Every substance has its own melting point

How hot a solid must get before it melts depends on how strongly its particles attract one another. The values below are at a pressure of 1 atm, from the NIST Chemistry WebBook. Mercury is the only metal in the list that is liquid at room temperature; it freezes at −38.84 °C, so a mercury thermometer stops working below that temperature. Nitrogen and oxygen, held together only by weak forces between their molecules, melt more than 200 degrees below zero.

SubstanceMelting pointBoiling point
Water0 °C (273.15 K)100 °C (373.15 K)
Ethanol−114 °C (159 K)78.4 °C (351.5 K)
Mercury−38.84 °C (234.31 K)356.66 °C (629.81 K)
Nitrogen−209.9 °C (63.3 K)−195.8 °C (77.34 K)
Oxygen−218.4 °C (54.8 K)−183.0 °C (90.2 K)

Because each pure substance melts at a fixed temperature, chemists use the melting point as a quick identity check. A sample that starts to melt below the expected value is probably not pure, because dissolved impurities lower the freezing point. Salt spread on an icy road works the same way: a salt solution freezes below 0 °C, the freezing point of pure water, so the ice melts even though the air is below 0 °C (OpenStax 11.4).

While a solid melts, the temperature stays at the melting point. Ice takes 6.01 kJ per mole to melt and gives the same back when it freezes.

  1. While ice at 0 °C is melting, its temperature…
    • stays at 0 °C
    • rises slowly
    • falls below 0 °C
  2. How much heat, in kJ, melts 2.00 mol of ice at 0 °C?
  3. How much heat, in kJ, melts 90.1 g of ice (18.02 g/mol)? 1 decimal place.
  4. Freezing water…
    • gives out heat
    • takes in heat
    • neither gives nor takes heat
  5. Which of these is a liquid at 20 °C?
    • Mercury
    • Nitrogen
    • Ice
  6. Ethanol melts at 159 K. What is that in °C, to the nearest degree?
  7. Why do nitrogen and oxygen melt at such low temperatures?
    • The forces between their molecules are weak
    • Their molecules are very heavy
    • They contain no atoms
  8. A white powder should melt at 135 °C but melts between 120 and 128 °C. The most likely reason?
    • It is not pure
    • The thermometer reads in kelvins
    • Melting points change every day
  9. Why does salt melt ice on a road at −5 °C?
    • Dissolved salt lowers the freezing point of water
    • Salt is warmer than ice
    • Salt reacts and burns
  10. Order by melting point, lowest first.
Key points
  • Temperature stays at the melting point until all the solid has melted.
  • Enthalpy of fusion of ice: 6.01 kJ/mol; freezing gives the same back.
  • Melting point = freezing point.
  • Stronger attraction between particles means a higher melting point.
Sources for this course (8)
  • OpenStax Chemistry 2e (openstax.org/books/chemistry-2e): 1.2 Phases and Classification of Matter (matter, three states, plasma, mass and weight, Moon 1/6, conservation of matter, sand and clouds)
  • 9.2 gas laws (Boyle's law P1V1 = P2V2, syringe 15.0 mL 13.0 psi to 7.5 mL 26 psi, breathing, divers: every 33 ft of sea water adds 1 atm and halves the air volume at 33 ft, Amontons ~1700, Gay-Lussac ~1800, Charles, STP 273.15 K and 101.325 kPa, -273 °C absolute zero)
  • 9.5 kinetic-molecular theory (average kinetic energy proportional to kelvin temperature, KEavg = 3/2 RT, urms = sqrt(3RT/M), N2 at 30 °C 519 m/s, O2 at -23 °C 441 m/s)
  • 10.3 phase transitions (vapor pressure, normal boiling point at 1 atm = 101.3 kPa, Leadville 68 kPa about 90 °C, ΔHvap 44.01 kJ/mol at 25 °C and 40.67 kJ/mol at 100 °C, 1.5 L sweat 3600 kJ, ΔHfus 6.01 kJ/mol, ice at -12 °C staying at 0 °C while melting, CO2 sublimation 26.1 kJ/mol, frost is deposition, heating curve example 135 g ice -15 °C to steam 120 °C = 416 kJ with c ice 2.09, water 4.18, steam 1.86 J/g °C, burner turned up does not raise boiling temperature)
  • NIST Chemistry WebBook phase change data (webbook.nist.gov: ethanol Tfus 159 K, Tboil 351.5 K; nitrogen Tfus 63.3 K, Tboil 77.34 K; oxygen Tfus 54.8 K, Tboil 90.2 K; mercury Tfus 234.31 K, Tboil 629.81 K; CO2 triple point 216.58 K at 5.185 bar, solid vapour-pressure equation Giauque and Egan 1937 giving 194.7 K at 1 atm)
  • USGS Water Science School, Water Density (0.99987 g/cm³ at 0 °C, 1.00000 at 4 °C, 0.95865 at 100 °C; ice about 9% less dense)
  • Britannica, Boyle's law (Robert Boyle 1662, air compressed by mercury; Edme Mariotte 1676)
  • Boyle's 1662 table (48 spaces at 29 2/16 in, 12 spaces at 117 9/16 in of mercury) as reprinted in J. Appl. Physiol. 87 (1999) 1543.

Checked: 2026-10-17