Thermal diffusivity vs conductivity

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SUMMARY

Thermal conductivity and thermal diffusivity are distinct thermal properties of materials. Thermal conductivity, measured in W/mK, quantifies the rate of heat transfer through a material under a temperature gradient, while thermal diffusivity, expressed in m²/s, indicates how quickly a temperature change propagates through a material when subjected to a heat source. The relationship between the two is defined by the equation: thermal diffusivity = thermal conductivity / (density × specific heat). High thermal conductivity does not inherently imply low thermal diffusivity, as the latter also depends on the material's density and specific heat capacity.

PREREQUISITES
  • Understanding of thermal conductivity and its measurement in W/mK
  • Knowledge of thermal diffusivity and its measurement in m²/s
  • Familiarity with specific heat capacity and its role in thermal properties
  • Basic concepts of steady-state and transient heat conduction
NEXT STEPS
  • Research the equation for thermal diffusivity and its implications in material science
  • Explore the relationship between density, specific heat, and thermal properties in various materials
  • Investigate applications of thermal conductivity in cookware design, specifically saucepan materials
  • Study transient heat conduction scenarios and their impact on material selection
USEFUL FOR

Material scientists, engineers, and designers involved in thermal management and material selection for applications requiring efficient heat transfer.

amm508
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I'm not sure I fully understand the difference between thermal conductivity and thermal diffusivity as thermal properties of a material and would appreciate if anyone could clarify.

I understand thermal diffusivity is for a transient case and conductivity is for steady state.
This is what I've understood of the two parameters:
conductivity: rate at which heat flows through a material when one side is hot and the other is cold [W/mK]
diffusivity: a measure of how long it takes for a temperature pulse to traverse a certain thickness when a heat source is briefly applied to one side of a material. [m2/s]

If a material has high conductivity, wouldn't it automatically have low diffusivity as well? In this case why is there a need to define both of these?

Also in terms of design, if say a saucepan needs a material with high conductivity to ensure the heat from the stove is transferred through the base of the saucepan and to the food. It would also need a low diffusivity as well so that the material gets heated quickly.
 
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amm508 said:
If a material has high conductivity, wouldn't it automatically have low diffusivity as well? In this case why is there a need to define both of these?

Not necessarily.

thermal diffusivity = (thermal conductivity) / (density times specific heat)

specific heat is defined as energy needed to heat a unit mass of material by one degree, so
(density times specific heat) is the energy to heat a unit volume of material by one degree.

As you said, for steady state heat conduction the heat capacity is irrelevant (because the temperature isn't changing), and the rate of heat flow only depends on the thermal conductivity.

But for a non-steady state, you also need to consider the amount of energy it takes to heat up the material itself. If different materials have the same thermal conductivity, the one with the lowest (density times specific heat) will get to a steady state condition fastest, and that material will have the highest thermal diffusivity.
 
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