Defining Cooling Power: What Does it Really Mean?

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SUMMARY

The discussion focuses on the definition of cooling power, specifically in the context of Cryocoolers and the formula P=q*cp*ΔT for calculating cooling power. A Cryocooler rated at 1W cooling power at 4.2K indicates its ability to remove 1 watt of heat from a system at that temperature. The cooling power is influenced by the material being cooled, as different materials have varying thermal capacitance, which affects the time required to reach the desired temperature. Additionally, the discussion highlights that if the heat input from the environment exceeds the cooling power, the material will not cool effectively.

PREREQUISITES
  • Understanding of Cryocoolers and their specifications
  • Knowledge of thermal capacitance and its impact on cooling
  • Familiarity with the formula P=q*cp*ΔT for calculating cooling power
  • Basic principles of heat transfer and thermal equilibrium
NEXT STEPS
  • Research the specifications and applications of different Cryocoolers
  • Explore the effects of thermal capacitance on cooling rates for various materials
  • Study advanced heat transfer concepts, including conduction and convection
  • Learn about the impact of environmental heat sources on cooling systems
USEFUL FOR

Engineers, physicists, and technicians involved in thermal management, cooling system design, and those interested in the principles of Cryocoolers and heat transfer mechanisms.

freddie_mclair
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Hi everybody!

Well, these are just two basic questions that are bothering me.

1.When it is said that, for example, a Cryocooler has 1W of cooling power at 4.2K, what does it really mean?
To me, the action of "cooling" depends on the material that it's being cooled down. So, for different materials, what will happen is that they will take more or less time to cool down. Is that it?

2. Using a gas/liquid for cooling down some material, can we define it's cooling power as being: P=q*cp*ΔT, being q the mass flow (kg/s), cp the gas/liquid specific heat and ΔT the difference in temperature between the temperatures at the inlet and outlet of the system to be cooled down?

So, for you, what's the meaning of cooling power?

Thanks in advance!
 
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Materials of different thermal capacitance will need a different time to cool down, sure. Even the final temperature depends on the setup. The cooler can cool away 1W (at 4.2K), but if your material gets warmed by 5W from the environment it will heat up until both power values are equal.

2. Using a gas/liquid for cooling down some material, can we define it's cooling power as being: P=q*cp*ΔT, being q the mass flow (kg/s), cp the gas/liquid specific heat and ΔT the difference in temperature between the temperatures at the inlet and outlet of the system to be cooled down?
If the whole temperature difference comes from cooling the sample, cp is independent enough of the temperature to justify a constant value, and if there are no phase transitions: sure. You might want to reduce this value by heat conducted in the cooling pipes and other parts of the setup.
 
Thanks mfb for your reply.

mfb said:
if your material gets warmed by 5W from the environment it will heat up until both power values are equal..

I didn't understand this... what do you mean by "both powers"?
 
The temperature is constant if "heat flowing in" is equal to "heat flowing out" (due to the cooler).
 

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