Max Temperature Peak: Global vs Local Energy Source

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SUMMARY

The discussion focuses on the relationship between localized heating from an energy source, specifically a laser, and its effect on the maximum temperature peak within a system at a global temperature. It establishes that the heat capacity and heat conductivity are not constant across different temperatures, which directly influences the delta temperature observed when comparing localized heating to global temperature changes. As the global temperature increases, the change in temperature from global to maximum is not uniform, indicating that the system's response to added heat varies with temperature levels.

PREREQUISITES
  • Understanding of heat capacity and its temperature dependence
  • Knowledge of heat conductivity and its role in thermal dynamics
  • Familiarity with localized heating methods, such as laser heating
  • Basic principles of thermodynamics and temperature equilibration
NEXT STEPS
  • Research the effects of varying heat capacity on thermal systems
  • Explore advanced concepts in heat conductivity and its temperature dependence
  • Investigate localized heating techniques and their applications in different materials
  • Study the principles of thermal equilibration in closed systems
USEFUL FOR

This discussion is beneficial for physicists, thermal engineers, and researchers in materials science who are exploring the effects of localized heating on temperature dynamics in various systems.

porcupine6789
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Ok, so say I have a system at a global temperature, I add an energy source (laser in this case) and it heats the system in a localized area. This leads to a maximum temperature peak in the system. Then you can get out a change in temperature from this maximum to the global. OK, now my question is say in increase the global temperature and keep the power source the same, would I expect to find the delta temperature to be the same for small global temperatures, or would I expect to find that the change from global to max is greater when the global temperature is greater. Hopefully that made some sort of sense.
 
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If you don't mind me rephrasing it, I think you're asking:
"Does adding a given amount of heat to a system always raise the temperature by the same amount? (Locally before equilibration and globally after it's equilibrated)"

The answer would be no. The heat capacity (change of temperature per unit of heat energy) is not usually constant with temperature, nor is the heat conductivity (which together with the heat capacity would determine the maximum temperature peak during heating).
 

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