What is happning with phase changes and intermolecular forces

AI Thread Summary
During a phase change from solid to liquid, a substance can absorb heat without a temperature change, as the energy is used to overcome intermolecular forces rather than increase kinetic energy. While melting involves increased molecular vibration, this does not translate to a temperature rise because temperature is defined as the average kinetic energy of translational motion, not vibrational motion. The discussion highlights that the common definition of temperature may be overly simplistic and does not fully capture the complexities of molecular behavior during phase changes. Therefore, the relationship between temperature and kinetic energy during phase changes is more nuanced than initially thought. Understanding these concepts is crucial for a deeper insight into phase transitions and intermolecular forces.
kjamha
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When a substance undergoes a phase change from a solid to a liquid the substance can absorb heat energy without undergoing a temperature change. But I also read that when a substance melts, the atoms absorb energy and thereby vibrate faster, overcoming the intermolecular forces. Temperature is defined as the average KE of random translational motion of atoms/molecules of a substance.
So if molecules vibrate faster in overcoming intermolecular forces, wouldn't the temperature go up? This contradicts the fact that temperature does not go up during a phase change. Can someone shed some light on this? I'm thinking there is a lot more to phase change on a molecular level. Thanks!
 
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kjamha said:
Temperature is defined as the average KE of random translational motion of atoms/molecules of a substance.
No, it is not defined like that. This is just a simple picture of what goes on inside a substance when the temperature changes.

kjamha said:
So if molecules vibrate faster in overcoming intermolecular forces, wouldn't the temperature go up? This contradicts the fact that temperature does not go up during a phase change.
Exactly! The conclusion is that saying that T = KE is incorrect (or incomplete).
 
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