Water under pressure and temperature effects

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SUMMARY

The discussion centers on the effects of high pressure on water, specifically how compression influences temperature. It is established that while applying tremendous force to water increases pressure, the temperature rise is minimal due to the low compressibility of water and the significant work required for even slight compression. The energy from compression is primarily stored rather than converted into heat, leading to the conclusion that water may not necessarily match surrounding temperatures immediately after compression. The concept of bulk modulus is highlighted as essential for understanding the relationship between pressure, volume change, and energy storage in water.

PREREQUISITES
  • Understanding of bulk modulus in fluids
  • Familiarity with thermodynamic principles
  • Knowledge of energy conservation in physical systems
  • Basic concepts of pressure and temperature relationships
NEXT STEPS
  • Research the properties of water under extreme pressure conditions
  • Study the concept of bulk modulus in detail
  • Explore thermodynamic cycles and energy transfer in fluids
  • Investigate the implications of compressibility in various liquids
USEFUL FOR

Physicists, engineers, and anyone interested in fluid dynamics and thermodynamics, particularly those studying the behavior of water under varying pressure and temperature conditions.

jamiek
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If you apply tremendous force to water and cause extremely high pressure, it should compress and the temperature should go up - but if the heat is given away to the surroundings, does the water temp continually go up to match the surroundings? does the water temp go down underneath the surrounding temp? I would think that initially the water would give off some heat, but does this mean the water is colder since it has given off heat? And if it's colder, won't it just have to regain the heat again to match the surrounding temp. Seems confusing.
 
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I would think that the temperature rise would be related to the amount of work that one would have to put into the water to compress it. Since the change in volume of water per change in pressure is not very much there would be little work performed and the temperature rise would be very little.
 
256bits said:
I would think that the temperature rise would be related to the amount of work that one would have to put into the water to compress it. Since the change in volume of water per change in pressure is not very much there would be little work performed and the temperature rise would be very little.

I agree there should be very little change in temperature, but for a different reason. Given that large forces are needed to compress water, even a little compression may take significant work. But on release, I believe much of the energy would be recovered. If so, it means the work done was stored in the state of compression rather than as heat.
See e.g. http://www.criticalprocesses.com/Use%20of%20enthalpies%20to%20calculate%20energy%20needed.htm
 
If you are talking about extreme pressures, then water is more compressible than most folks think. If you are not familiar with the concept of a bulk modulus, go look it up. Think of it as a sort of poison ratio for a liquid, and you can use it in a similar manner as calculating strain energy. This is the energy you are talking about. Once you run the numbers, you will see that the amount of work done is relatively small.
 

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