air is compressed adiabatically in steady flow from 1 bar to 17 oc to 6 bars if the compressor a

To solve the question we have dd equals to d n n exponential minus of q d divided by k into t in

Now to solve this question, we have calculated the reduced pressure. TR equals to T divided by D

Hello students here we have a air compressor that has the input power as pressure as P1 that is

given that P1 is equal to 100 kPa and P2 is equal to 600 kPa, T1 is equal to 17 degree which is

Obtaining the act -torten, obtain the expression of volume expansivity, we have beta equals to w

Question

Air is compressed adiabatically in steady flow from 1 bar to 17Â°C to 6 bars. If the compressor adiabatic efficiency is 82 percent, determine: a. The enthalpy at state 1 (k/kg). b. The relative pressure at state 1 (Prâ‚). c. The relative pressure at state 2s (Prâ‚‚). d. The enthalpy at state 2s (isentropic process) (kJ/kg). e. The temperature at state 2s (isentropic process) (K). f. The enthalpy at state 2a (actual outlet) (kJ/kg). g. The outlet temperature at state 2a (actual outlet) (K). h. The temperature rise between 2s and 2a (K) due to irreversibilities. i. The actual work input (kJ/kg). j. The entropy of change of air during the actual process (kJ/(kgK)). k. The rate of entropy generation for the actual process (kJ/(kgK)). l. Is this process reversible, irreversible, or an impossible process? (Circle your answer and explain why).

          Air is compressed adiabatically in steady flow from 1 bar to 17Â°C to 6 bars. If the compressor adiabatic efficiency is 82 percent, determine:

a. The enthalpy at state 1 (k/kg).
b. The relative pressure at state 1 (Prâ‚).
c. The relative pressure at state 2s (Prâ‚‚).
d. The enthalpy at state 2s (isentropic process) (kJ/kg).
e. The temperature at state 2s (isentropic process) (K).
f. The enthalpy at state 2a (actual outlet) (kJ/kg).
g. The outlet temperature at state 2a (actual outlet) (K).
h. The temperature rise between 2s and 2a (K) due to irreversibilities.
i. The actual work input (kJ/kg).
j. The entropy of change of air during the actual process (kJ/(kg*K)).
k. The rate of entropy generation for the actual process (kJ/(kg*K)).
l. Is this process reversible, irreversible, or an impossible process? (Circle your answer and explain why).

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