Heat transfer from gas to liquid during compression

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SUMMARY

This discussion focuses on the heat transfer dynamics between gas and liquid during compression using a liquid piston system, specifically water. The key challenge identified is the insufficient surface area for heat rejection during rapid compression, which can be mitigated by incorporating internal heat exchangers (HX) within the cylinder. The conversation highlights the exponential increase in work input and heat generation as the gas volume decreases, necessitating strategic placement of HX to optimize heat dissipation. Additionally, considerations regarding the state of the air (dry vs. evaporating) and the pursuit of isothermal compression are addressed.

PREREQUISITES
  • Understanding of heat transfer principles, particularly convective heat transfer coefficients.
  • Familiarity with liquid piston systems and their operational mechanics.
  • Knowledge of heat exchanger design and functionality.
  • Basic thermodynamics, especially concepts related to gas compression and thermal dynamics.
NEXT STEPS
  • Research the design and implementation of internal heat exchangers in liquid piston systems.
  • Study the principles of isothermal compression and methods to achieve it in gas systems.
  • Examine relevant patents, specifically US462776, US586100, US4242878, and US7488159, for innovative solutions in liquid piston compressors.
  • Explore advanced heat transfer techniques to enhance efficiency in gas-liquid interfaces.
USEFUL FOR

Engineers, researchers, and students in thermodynamics, mechanical engineering, and fluid dynamics who are involved in the design and optimization of compression systems and heat transfer mechanisms.

kbka
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Hi,

Im working on a model where I need to look into the rate of heat transfer from a gas that's being compressed by a "liquid piston" of water.

So basically a closed container containing a fixed amount of air n of volume V, is filled with water from the bottom until the volume of the air is 1/2*V. Still same amount n.
How do I determine the rate of heat transfer from the gas to the water? eg. the overall heat transfer coefficient h for a gas-liquid interface...

Any answers or litterature suggestions would be deeply appreciated.

regards,
kbka
 
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There shouldn't be any difference between a gas/liquid interface and a gas/solid interface. The convective heat transfer coefficient is the same.

What you'll find is that a simple liquid piston arrangement doesn't have sufficient surface area to reject the heat created during compression unless the compression rate is extremely slow. To get around this issue, heat exchangers are put inside the cylinder. These HX can be passive. The idea is to put a large amount of surface area into the cylinder and use the thermal mass of that material to absorb the heat. As the water or other liquid passes over this material, it cools the material down. That heat can then be rejected to atmosphere by circulating the water through another HX as the cylinder is being emptied.

The only problem with the above arrangement is that the rate of work input exponentially increases as liquid level increases, meaning that the rate of heat input to the gas increases more and more rapidly as the gas is squezed down into a smaller and smaller volume (assuming a constant liquid flow into the cylinder). As this volume decreases, so does the surface area of your internal HX. So just when you need the most surface area to reject the heat, your surface area is being covered up by the liquid. The obvious solution is to try and have as much surface area in the uppermost location of the cylinder as possible, or slow down the rate of compression at the very end of the stroke.

There are other issues with liquid piston compressors. You might want to look at a few patents to go over various issues.
462776
586100
4242878
7488159
 
Thank you very much! Also, I appreciate the insights on the internal heat exchangers.
 
kbka,

Are you assuming dry air in the cylinder (i.e. neglecting evaporation)?

Are you attempting to find a method to get closer to isothermal compression?
 

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