U6.5 · Energy of Phase ChangesPractice · 相变的能量
Lessons covered:U6.5 Energy of Phase Changes
- 1Numeric
23.0 g of ethanol (0.500 mol) is completely vaporized at its boiling point. For ethanol, ΔHvap = 38.6 kJ/mol. How much heat must be absorbed?
kJExplanationThe temperature stays constant during the phase change, and q = n × ΔHvap = 0.500 × 38.6 = 19.3 kJ, which goes into overcoming the attractions (including hydrogen bonds) between ethanol molecules.
Review: U6.5 Energy of Phase Changes
- 2Multiple choice
On the heating curve for water, during the boiling plateau at 100 °C, how do the molecules’ average kinetic energy and their intermolecular potential energy change as heating continues?
ExplanationThe temperature is constant, so the average kinetic energy is unchanged. The heat absorbed pulls the molecules apart against their attractions (hydrogen bonds), raising their potential energy.
Review: U6.5 Energy of Phase Changes
- 3Multiple choice
Water’s molar enthalpy of vaporization (40.7 kJ/mol at its boiling point) is much larger than that of (about 18.7 kJ/mol at its boiling point). Which is the best explanation?
ExplanationVaporizing only pulls molecules away from each other; it doesn’t break covalent bonds within them. O is very electronegative, so water molecules hydrogen-bond, while molecules have only weaker dipole and dispersion attractions. actually has the larger molar mass (34 vs 18). The higher boiling point and the larger enthalpy of vaporization are both results of hydrogen bonding, not explanations for each other.
Review: U6.5 Energy of Phase Changes
- 4Numeric
How much heat is released when 20.0 g of steam (1.110 mol) at 110 °C is cooled to liquid water at 80 °C? Specific heats: steam 1.86 J/(g·°C), water 4.18 J/(g·°C); for water, ΔHvap = 40.7 kJ/mol.
kJExplanationThree stages: ① steam 110 → 100 °C: 20.0 × 1.86 × 10 = 372 J; ② condensing at 100 °C: 1.110 × 40700 = 45177 J; ③ water 100 → 80 °C: 20.0 × 4.18 × 20 = 1672 J. Total 47221 J ≈ 47.2 kJ, most of it from condensation.
Review: U6.5 Energy of Phase Changes
- 5Multiple choice
The same heater, supplying heat at a constant rate, warms equal masses of ice, liquid water, and steam (with no phase change). Specific heats: ice 2.09, liquid water 4.18, steam 1.86 J/(g·°C). Which one’s temperature rises fastest?
ExplanationEach sample absorbs the same heat per second, and ΔT = q ÷ (m·c), so the smaller the specific heat, the faster the rise. Steam has the smallest specific heat (1.86), so it warms fastest; liquid water has the largest and warms slowest, which is why the liquid segment of a heating curve is the least steep.
Review: U6.5 Energy of Phase Changes
- 6Multiple choice
A 36.0 g sample of ice at −20 °C is heated at a steady rate until it is steam at 120 °C. The graph shows the temperature against the heat added. Why is the plateau at 100 °C about 7 times as long as the plateau at 0 °C?
ExplanationRead the two plateau lengths: about 12 kJ at 0 °C (melting) and about 81 kJ at 100 °C (boiling), which are 2.00 mol × 6.01 and 2.00 mol × 40.7 kJ/mol. On a plateau the temperature, and so the average kinetic energy, stays the same; all the heat goes into overcoming intermolecular forces. After melting the molecules are still touching, with only some hydrogen bonds broken; vaporizing separates them completely, which takes much more energy. Neither change breaks covalent O–H bonds.
Review: U6.5 Energy of Phase Changes
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