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Study of a Refrigeration
Unit
Presented By-
Abdullah Al Masud (1202019)
Objectives
 To study vapor compression refrigeration cycle with visual observations
 To investigate the saturation pressure-temperature relationship during
evaporation and condensation
 To determine the effect of compressor pressure ratio on system
performance
 To Determine of the effect of evaporating and condensing temperatures
on the refrigeration rate and condenser heat output
 To Determine of the overall heat transfer between R141 b and water in
the evaporator and condenser
12/19/2015 2
Theory
 Refrigeration is a process of transformation heat from a
lower temperature region to higher one.
 The coefficient of performance of a refrigerator is expressed
as COP
COP =
Desired output
Net work
=
Qc
W
12/19/2015 3
Theory (continued)
Vapor-Compression Refrigeration Cycle
(a) Schematic (b) T-s diagram12/19/2015 4
Theory (continued)
Actual Vapor-Compression Refrigeration Cycle
(a) Schematic (b) T-s diagram12/19/2015 5
Experimental Setup
12/19/2015
6
Observed Data
Observation No 1 2 3 4 5
Evaporator Gauge Pressure,Pe (KN/m2 ) -62 -65 -68 -68 -65
Absolute Evaporator Pressure, Pe (KN/m2 ) 39.378 36.378 33.325 33.325 36.378
Evaporator temperature,t5( oC) 11 10 9.8 10.5 11.5
Evaporator water flow rate, me (g/s) 4 4 4 4 4
Evaporator water inlet temperature,t1( oC) 16 15.2 15.2 16 17
Evaporator water outlet temperature,t2( oC) 12 10 10 10 11
Condensed liquid temperature, t8( oC) 26.2 28 29.8 30.4 32
Condensed gauge pressure, pc (KN/m2 ) 120 130 138 141 149
Absolute condenser pressure, pc (KN/m2 ) 221.378 221.378 221.378 221.378 221.378
Compressor discharge temperature,t7( oC) 52 54 55 56 56
Condenser temperature,t6( oC) 26 28 30 31 32
Condenser water flow rate,mc (g/s) 28 24 20 16 12
Condenser water inlet temperature,t4( oC) 14.5 15 15 16 16.5
12/19/2015
7
Sample Calculation
Actual pressure
• Absolute
pressure of
evaporator,
Pe=pe+P
• absolute
pressure of
Condeser,
Pc=pc+P
Compressor
pressure
ratio =
𝑃𝑐
𝑃𝑒
Calculation of
rate of Heat
transfer
Rate of heat
transfer
=mCpΔt
Calculation of
Overall heat
transfer
coefficient
Ue =
Qe
Ae ∆TLMTD (evaporator )
12/19/2015 8
Sample Calculation ( Continued)
Here,
ΔTLMTD =
𝑇 𝑖𝑛−𝑇𝑜𝑢𝑡
𝑙𝑛
𝑇 𝑖𝑛
𝑇 𝑜𝑢𝑡
 Tin=temperature difference between water inlet and R141b
 Tout= temperature difference between water outlet and R141b
 For evaporator,
Tin=t1-t5 , Tout= t2-t5
 For condenser,
Tin=t6-t4 , Tout= t6-t3
12/19/2015 9
Experimental Outcomes
Experimental and therotetical saturation pressure vs. saturation temperature curve for both
evaporator and condenser.
Experimental Theoretical
12/19/2015 10
Experimental Outcomes (continued)
Experimental and theoretical curve for rate of heat transfer vs. condensing temperature
Experimental Theoretical
12/19/2015 11
Experimental Outcomes (continued)
Exeprimetal and theoretical curve for rate of heat transfer vs. compressor pressure ratio
Experimental Theoretical12/19/2015 12
Experimental Outcomes (continued)
No of obs
Heat transfer
rate,Q
Compressor
Pressure ratio,r
Overall heat transfer
co-efficient,U
Evaporator, Qe
(kN/m2)
Condenser, Qc
(kN/m2)
Evaporator,
Ue (W/m2.°C)
Condenser, Uc
(W/m2.°C)
1 66.880 58.520 5.622 839.360 162.582
2 86.944 150.480 6.360 1223.500 384.358
3 86.944 167.200 7.172 1719.600 373.851
Results
12/19/2015 13
Deviation and clarification
Experimental results fluctuate from the theoretical ones because of some reasons.
Some of them are discussed below :
 System was not perfectly insulated and refrigerant exchanged heat with the
surroundings
 Introduction of huge source of pressure drop by valves.
 The system must be fed with an accurate charge of refrigerant
 The system must be air free.
12/19/2015 14
Why we use refrigeration system?
 Food preservation
 Air conditioning system
 Compressed air purification
 In chemical plants
 Reduction of moisture content
12/19/2015 15
Thank you!
The End
12/19/2015 16

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Study of a refrigeration unit

  • 1. Study of a Refrigeration Unit Presented By- Abdullah Al Masud (1202019)
  • 2. Objectives  To study vapor compression refrigeration cycle with visual observations  To investigate the saturation pressure-temperature relationship during evaporation and condensation  To determine the effect of compressor pressure ratio on system performance  To Determine of the effect of evaporating and condensing temperatures on the refrigeration rate and condenser heat output  To Determine of the overall heat transfer between R141 b and water in the evaporator and condenser 12/19/2015 2
  • 3. Theory  Refrigeration is a process of transformation heat from a lower temperature region to higher one.  The coefficient of performance of a refrigerator is expressed as COP COP = Desired output Net work = Qc W 12/19/2015 3
  • 4. Theory (continued) Vapor-Compression Refrigeration Cycle (a) Schematic (b) T-s diagram12/19/2015 4
  • 5. Theory (continued) Actual Vapor-Compression Refrigeration Cycle (a) Schematic (b) T-s diagram12/19/2015 5
  • 7. Observed Data Observation No 1 2 3 4 5 Evaporator Gauge Pressure,Pe (KN/m2 ) -62 -65 -68 -68 -65 Absolute Evaporator Pressure, Pe (KN/m2 ) 39.378 36.378 33.325 33.325 36.378 Evaporator temperature,t5( oC) 11 10 9.8 10.5 11.5 Evaporator water flow rate, me (g/s) 4 4 4 4 4 Evaporator water inlet temperature,t1( oC) 16 15.2 15.2 16 17 Evaporator water outlet temperature,t2( oC) 12 10 10 10 11 Condensed liquid temperature, t8( oC) 26.2 28 29.8 30.4 32 Condensed gauge pressure, pc (KN/m2 ) 120 130 138 141 149 Absolute condenser pressure, pc (KN/m2 ) 221.378 221.378 221.378 221.378 221.378 Compressor discharge temperature,t7( oC) 52 54 55 56 56 Condenser temperature,t6( oC) 26 28 30 31 32 Condenser water flow rate,mc (g/s) 28 24 20 16 12 Condenser water inlet temperature,t4( oC) 14.5 15 15 16 16.5 12/19/2015 7
  • 8. Sample Calculation Actual pressure • Absolute pressure of evaporator, Pe=pe+P • absolute pressure of Condeser, Pc=pc+P Compressor pressure ratio = 𝑃𝑐 𝑃𝑒 Calculation of rate of Heat transfer Rate of heat transfer =mCpΔt Calculation of Overall heat transfer coefficient Ue = Qe Ae ∆TLMTD (evaporator ) 12/19/2015 8
  • 9. Sample Calculation ( Continued) Here, ΔTLMTD = 𝑇 𝑖𝑛−𝑇𝑜𝑢𝑡 𝑙𝑛 𝑇 𝑖𝑛 𝑇 𝑜𝑢𝑡  Tin=temperature difference between water inlet and R141b  Tout= temperature difference between water outlet and R141b  For evaporator, Tin=t1-t5 , Tout= t2-t5  For condenser, Tin=t6-t4 , Tout= t6-t3 12/19/2015 9
  • 10. Experimental Outcomes Experimental and therotetical saturation pressure vs. saturation temperature curve for both evaporator and condenser. Experimental Theoretical 12/19/2015 10
  • 11. Experimental Outcomes (continued) Experimental and theoretical curve for rate of heat transfer vs. condensing temperature Experimental Theoretical 12/19/2015 11
  • 12. Experimental Outcomes (continued) Exeprimetal and theoretical curve for rate of heat transfer vs. compressor pressure ratio Experimental Theoretical12/19/2015 12
  • 13. Experimental Outcomes (continued) No of obs Heat transfer rate,Q Compressor Pressure ratio,r Overall heat transfer co-efficient,U Evaporator, Qe (kN/m2) Condenser, Qc (kN/m2) Evaporator, Ue (W/m2.°C) Condenser, Uc (W/m2.°C) 1 66.880 58.520 5.622 839.360 162.582 2 86.944 150.480 6.360 1223.500 384.358 3 86.944 167.200 7.172 1719.600 373.851 Results 12/19/2015 13
  • 14. Deviation and clarification Experimental results fluctuate from the theoretical ones because of some reasons. Some of them are discussed below :  System was not perfectly insulated and refrigerant exchanged heat with the surroundings  Introduction of huge source of pressure drop by valves.  The system must be fed with an accurate charge of refrigerant  The system must be air free. 12/19/2015 14
  • 15. Why we use refrigeration system?  Food preservation  Air conditioning system  Compressed air purification  In chemical plants  Reduction of moisture content 12/19/2015 15