Determine the mass flow rate of the refrigerant the systems


A small, two-stage, vapor-compression refrigeration unit using R-134a produces 15.0 tons of refrigeration with an evaporator pressure of 100. kPa and a condenser pressure of 1200. kPa. The intermediate flash chamber operates at 400. kPa and the isentropic efficiencies of the compressors in each loop are both 89.0%. The following operating specifications have been developed for the stages (loops):

Stage (Loop) A

Station 1A Compressor A inlet

Station 2sA Compressor A outlet

Station 3A Condenser A outlet

Station 4hA Expansion valve A outlet

P1A = 400.kPa

P2sA = 1200.kPa

X3A = 0.00

H4hA = h3A

 

S2sA = S1A

P3A = 1200.kPa

 

Stage (Loop) B

Station 1B Compressor B inlet

Station 2sB Compressor B outlet

Station 3B Condenser B outlet

Station 4hB Expansion valve B outlet

X1B = 1.00

P2sB = 400.kPa

X3B = 0.00

H4hB = h3B

P1B = 100.0kPa

S2sB = S1B

P3B = 400.kPa

 

For this design, determine

a. The mass flow rate of the refrigerant.

b. The system's coefficient of performance.

c. The total power required by the compressor.

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Physics: Determine the mass flow rate of the refrigerant the systems
Reference No:- TGS02147964

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