Solutions for imp Question of Termal.
Q1)
Solution:
Let heat added is=Q
Then, heat rejected is=0.8×Q
So, net work done(W) =Qadd-Qrej
W =Q-0.8×Q
W =0.2Q
And efficiency =(net work/heat added)
=0.2Q/Q
=20%
efficiency of heat engine = [1/(1+COPref)]
ie 0.2=[1/(1+COPref)]
COP ref=(1/0.2)-1
COP ref=4 (answer)
Q2)
Solution:
For carnot cycle
Sum of all [heat transfer/temperature] =0
ie.
(Qadd/T1)+(Qrej/T2) =0
(50/1300)+(Qrej/400) =0
Qrej = -(50/13)×4
Qrej = - 15.38 kW(answer )(- sign represents heat flowing from system)
Q3)
Q4)
Solution:
Internal energy U= m×cp×dT
dT=is degree of molecular activity
Cp=depends only on molecular structure nad characteristic gas constent.
m= n×M(M is molecular weight )
So answer is D( 1, 2&3).
Q1)
Solution:
Let heat added is=Q
Then, heat rejected is=0.8×Q
So, net work done(W) =Qadd-Qrej
W =Q-0.8×Q
W =0.2Q
And efficiency =(net work/heat added)
=0.2Q/Q
=20%
efficiency of heat engine = [1/(1+COPref)]
ie 0.2=[1/(1+COPref)]
COP ref=(1/0.2)-1
COP ref=4 (answer)
Q2)
Solution:
For carnot cycle
Sum of all [heat transfer/temperature] =0
ie.
(Qadd/T1)+(Qrej/T2) =0
(50/1300)+(Qrej/400) =0
Qrej = -(50/13)×4
Qrej = - 15.38 kW(answer )(- sign represents heat flowing from system)
Q3)
Q4)
Solution:
Internal energy U= m×cp×dT
dT=is degree of molecular activity
Cp=depends only on molecular structure nad characteristic gas constent.
m= n×M(M is molecular weight )
So answer is D( 1, 2&3).




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