Analysis of Performance of Rotary Vane Compressor

AI Thread Summary
The discussion focuses on the performance analysis of rotary vane compressors, addressing key questions about energy changes and losses. Specific kinetic and potential energy changes can typically be neglected due to the slow speed of air and the small height of compressors, which minimizes energy storage from elevation. In adiabatic compression, the use of a water cooling jacket is not applicable as it contradicts the insulated nature of adiabatic processes; instead, it is more relevant for isothermal compression, where heat loss occurs primarily through conduction into the water. Energy balance issues may arise from frictional losses in the assembly and deviations from ideal isothermal compression, with real-world inefficiencies leading to energy losses. Additionally, viscous losses in the fluid may significantly impact performance, particularly at varying compression speeds.
sam_nich
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Hello all.

I have the following questions regarding the analysis of the performance of a rotary vane compressor.

1) Why can the specific kinetic and potential energy changes normally be neglected?
2) If an adiabatic compression is considered, what is the primary cause of energy loss by heat transfer from the system using a (water) cooling jacket?
3) What possible causes could explain a lack of energy balance in the SFEE?

Thanks.
 
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sam_nich said:
Hello all.

I have the following questions regarding the analysis of the performance of a rotary vane compressor.

1) Why can the specific kinetic and potential energy changes normally be neglected?
2) If an adiabatic compression is considered, what is the primary cause of energy loss by heat transfer from the system using a (water) cooling jacket?
3) What possible causes could explain a lack of energy balance in the SFEE?

Thanks.

I'll try to answer these, it all has to do with trying to simplify the thermodynamic state of the air in the compressor to more easily decide where it is.

1)
a) The changes in kinetic energy can be ignored because the air is traveling relatively slowly. The air would have to be traveling at speeds similar to a trubine for the kinetic energy to make a significant difference. For a compressor, the energy is being stored as pressure work, not kinetic.
b) For this, the fact is that a compressor is small, not several hundred feet tall. because of this, even if the air moves to a larger height, it's not enough to need to take into account. Even with water, it takes a column height of about 667 feet to store one BTU of energy, a lot of height for a little energy.

2) This question doesn't really make sense, because an adiabatic compression means that there is a perfectly insulated control volume enclosing your compression process, which means a water cooling jacket cannot apply... A water cooling jacket would usually be used in conjunction with a very slow compression to try to approximate an ISOTHERMAL compression, where the air in the compression cylinder stays as close to constant temperature as possible. The problem with this is that the compressions take a very long time, and usually an ISENTROPIC compression is used to approximate a compressor. However, for an isentropic compresison with a water cooling jacket, the main losses would be in the form of heat conducted into the water.

3) Lack of energy balance is easy to guess at. Losses in the entire assembly due to friction should be a first guess, since to have a good seal in the piston you muct have some frictional losses. Additionally, an isothermal compression is theoretically the most efficient compresison you can have. Any heat that is lost from the compressor is an energy loss. So, the farther you are from this form of compression, the less efficent you are. Usually, compressors follow closer to an isentropic compression, but even then you are not folowing it exactly due to real-world losses.

EDIT: Since it is a rotary vane compressor, another possibly significant loss could be from the viscous losses in the fluid, depending on how fast you are compressing the fluid and its associated Reynold's number.
 
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