Efficiencies of compressor in industrial chiller system.

In summary, to find the mechanical, volumetric, and isentropic efficiencies of a chiller, you can use the given equations and assumptions or steam tables to calculate the values. The isentropic efficiency can be found by dividing the actual work per unit mass of compressed fluid by the isentropic work per unit mass of compressed fluid.
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chonvlc
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Homework Statement


Data: http://postimage.org/image/4bb6y6jrd/
Variables: http://postimage.org/image/sk8xnrru5/

Question asks to find mechanical, volumetric and isentropic efficiencies.

The test facility is based around a chiller of nominal cooling capacity of 25 kW. The chiller is equipped with shell and tube heat exchangers, an externally equalised thermostatic expansion valve, a 4 cylinder hermetic compressor designed for use with R404A and appropriate controls. The compressor displacement is 33.07 m3/hr at 1450 rpm.


Homework Equations



n(isentropic)=isnetropic work per unit mass of compressed fluid/actual work per unit mass of compressed fluid.

n(volumetric)=actual vol of fresh gas infuced/compressor swept volume.

n(mechanical)=work on gas/work delivered to shaft.

work on gas=massflowrate (h2-h1) where h2 is enthalpy after comrpession and 1 is before compression.


If you could just show me how to do the first one, or explain the method that'd be great.
e-mail chonssdw@gmail.com for steam tables, or assume random values just to show the point.
 
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The Attempt at a Solution Isentropic Efficiency:n(isentropic) = (h2-h1)/(h2s-h1)Where h2 and h1 are the enthalpies of the gas after and before compression, and h2s and h1 are the isentropic enthalpies corresponding to the same temperatures and pressures. The isentropic enthalpy can be found using steam tables or assuming random values. For example, assume h2=2500 kJ/kg, h1=1000 kJ/kg, h2s=2500 kJ/kg, and h1s=1000 kJ/kg. n(isentropic) = (2500-1000)/(2500-1000) = 1.0 Therefore, the isentropic efficiency is 1.0.
 

1. What is the purpose of a compressor in an industrial chiller system?

The compressor is the heart of an industrial chiller system and is responsible for compressing the refrigerant gas, increasing its pressure and temperature, and circulating it through the system to absorb heat from the process fluid.

2. How does the efficiency of a compressor affect the overall performance of an industrial chiller system?

The efficiency of a compressor plays a crucial role in the overall performance of an industrial chiller system. A more efficient compressor requires less energy to operate, resulting in lower operating costs and reduced environmental impact. It also ensures better temperature control and increased reliability of the chiller system.

3. What factors affect the efficiency of a compressor in an industrial chiller system?

The efficiency of a compressor can be affected by various factors, including the type and design of the compressor, operating conditions, maintenance practices, and the quality and type of refrigerant used.

4. How can the efficiency of a compressor in an industrial chiller system be improved?

To improve the efficiency of a compressor in an industrial chiller system, regular maintenance is essential. This includes cleaning and replacing air filters, checking refrigerant levels and pressure, and ensuring proper lubrication of moving parts. Upgrading to a more efficient compressor or using energy-saving technologies can also significantly improve efficiency.

5. How can the efficiency of a compressor be measured in an industrial chiller system?

The efficiency of a compressor can be measured by calculating its Coefficient of Performance (COP), which is the ratio of cooling output to energy input. A higher COP indicates a more efficient compressor. Other methods of measuring efficiency include energy consumption and power factor analysis.

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