The heat of sublimation is calculated as {{ fusion }} kJ/mol (heat of fusion) + {{ vaporization }} kJ/mol (heat of vaporization) = {{ sublimation.toFixed(2) }} kJ/mol.

Calculation Process:

1. Add the heat of fusion ({{ fusion }} kJ/mol) and the heat of vaporization ({{ vaporization }} kJ/mol).

{{ fusion }} + {{ vaporization }} = {{ sublimation.toFixed(2) }} kJ/mol

2. The result is the heat of sublimation (Hs).

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Heat of Sublimation Calculator

Created By: Neo
Reviewed By: Ming
LAST UPDATED: 2025-03-27 06:53:17
TOTAL CALCULATE TIMES: 605
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Understanding the heat of sublimation is crucial in chemistry and thermodynamics, as it provides insights into phase transitions and energy changes. This guide explores the concept, formula, examples, FAQs, and interesting facts about sublimation.


Background Knowledge: What is Sublimation?

Sublimation is the process where a substance transitions directly from a solid to a gas without passing through the liquid phase. This phenomenon occurs when the substance absorbs enough energy to overcome both its heat of fusion (solid to liquid) and heat of vaporization (liquid to gas). Examples include:

  • Dry ice (solid CO₂) turning into gaseous CO₂.
  • Iodine crystals forming purple vapors upon heating.

This process plays a significant role in various fields, including material science, atmospheric studies, and pharmaceuticals.


The Formula for Heat of Sublimation

The heat of sublimation (Hₛ) can be calculated using the following formula:

\[ H_{s} = H_{f} + H_{v} \]

Where:

  • \(H_{s}\): Heat of sublimation (kJ/mol)
  • \(H_{f}\): Heat of fusion (kJ/mol)
  • \(H_{v}\): Heat of vaporization (kJ/mol)

Explanation:

  • Heat of Fusion (\(H_{f}\)): Energy required to convert one mole of a solid into a liquid at constant temperature.
  • Heat of Vaporization (\(H_{v}\)): Energy needed to transform one mole of a liquid into a gas at constant temperature.

Adding these two values gives the total energy required for sublimation.


Example Calculation: Practical Application

Example Problem:

Scenario: Determine the heat of sublimation for a substance with a heat of fusion (\(H_{f}\)) of 6.0 kJ/mol and a heat of vaporization (\(H_{v}\)) of 40.7 kJ/mol.

  1. Use the formula: \(H_{s} = H_{f} + H_{v}\).
  2. Substitute the values: \(H_{s} = 6.0 + 40.7 = 46.7\) kJ/mol.

Result: The heat of sublimation is 46.7 kJ/mol.


Frequently Asked Questions (FAQs)

Q1: Why is the heat of sublimation important?

The heat of sublimation is essential for understanding phase transitions in substances that do not pass through the liquid state. It helps predict behavior under specific conditions, design efficient processes, and develop materials with desired properties.

Q2: Can all solids sublime?

No, only certain substances exhibit sublimation under normal conditions. Factors like temperature, pressure, and molecular structure determine whether sublimation occurs.

Q3: How does pressure affect sublimation?

Lower pressures favor sublimation because they reduce the boiling point of the substance, making it easier for molecules to escape directly into the gas phase.


Glossary of Terms

  • Heat of Fusion (\(H_{f}\)): Energy required to melt one mole of a solid at its melting point.
  • Heat of Vaporization (\(H_{v}\)): Energy needed to vaporize one mole of a liquid at its boiling point.
  • Heat of Sublimation (\(H_{s}\)): Total energy required to transition one mole of a solid directly into a gas.

Interesting Facts About Sublimation

  1. Dry Ice: Solid CO₂ sublimes at -78.5°C under standard atmospheric pressure, making it ideal for cooling and special effects.
  2. Iodine Crystals: When heated, iodine forms a striking purple vapor due to sublimation.
  3. Snowflakes: In cold, dry climates, snow can sublime directly into water vapor without melting first.

Understanding sublimation and its associated energy changes offers valuable insights into the natural world and technological applications.