(a)
Interpretation:
The effect of condensation temperature on the coefficient of performance is to be determined for different condensation temperatures assuming isentropic compression of vapor.
Concept introduction:
Below shown diagram represents vapor-compression refrigeration cycle on a
The line
The equations used to calculate the heat absorbed in evaporator and the heat rejected in condenser are:
The work of compression is:
The coefficient of performance is:
The rate of circulation of refrigerant,
For Carnot refrigeration cycle, highest possible value of
(a)
Answer to Problem 9.13P
The coefficient of performance for condensation temperature of
The coefficient of performance for condensation temperature of
The coefficient of performance for condensation temperature of
As the condensation temperature is increased, the coefficient of performance decreases.
Explanation of Solution
Given information:
In a refrigerator, tetrafluoroethene acts as a refrigerant and operates with an evaporation temperature of
From table 9.1, the values of
Assume that the compressor efficiency is
For condensation temperature of
The saturation pressure at point 4 is the pressure at which the vapor condenses and
Also,
For isentropic compression,
At point
Using equation (4), the coefficient of performance for condensation temperature of
For condensation temperature of
The saturation pressure at point 4 is the pressure at which the vapor condenses and
Also,
For isentropic compression,
At point
Using equation (4), the coefficient of performance for condensation temperature of
For condensation temperature of
The saturation pressure at point 4 is the pressure at which the vapor condenses and
Also,
For isentropic compression,
At point
Using equation (4), the coefficient of performance for condensation temperature of
As the condensation temperature is increased, the coefficient of performance decreases.
(b)
Interpretation:
The effect of condensation temperature on the coefficient of performance is to be determined for different condensation temperatures assuming compressor efficiency of
Concept introduction:
Below shown diagram represents vapor-compression refrigeration cycle on a
The line
The equations used to calculate the heat absorbed in evaporator and the heat rejected in condenser are:
The work of compression is:
The coefficient of performance is:
The rate of circulation of refrigerant,
For Carnot refrigeration cycle, highest possible value of
(b)
Answer to Problem 9.13P
The coefficient of performance for condensation temperature of
The coefficient of performance for condensation temperature of
The coefficient of performance for condensation temperature of
As the condensation temperature is increased, the coefficient of performance decreases.
Explanation of Solution
Given information:
In a refrigerator, tetrafluoroethene acts as a refrigerant and operates with an evaporation temperature of
From table 9.1, the values of
The compressor efficiency is given as,
For condensation temperature of
The saturation pressure at point 4 is the pressure at which the vapor condenses and
Also,
For isentropic compression,
At point
Calculate
Now, calculate
Using equation (4), the coefficient of performance for condensation temperature of
For condensation temperature of
The saturation pressure at point 4 is the pressure at which the vapor condenses and
Also,
For isentropic compression,
At point
Calculate
Now, calculate
Using equation (4), the coefficient of performance for condensation temperature of
For condensation temperature of
The saturation pressure at point 4 is the pressure at which the vapor condenses and
Also,
For isentropic compression,
At point
Calculate
Now, calculate
Using equation (4), the coefficient of performance for condensation temperature of
As the condensation temperature is increased, the coefficient of performance decreases.
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Chapter 9 Solutions
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