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Types of Work

An ideal gas ...

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An ideal gas is taken through four steps . The amount of heat involved in these steps are Q1= 5960J , Q2= -5585J ,Q3= 2980J ,and Q4= 3645J respectively .The corresponding work involved are W1= 2200J , W2 = -825J, W3= -1100 J and W4 respectively . what is the effficiency of the cycle 1. 10.82% 2. 11.42% 3. 9.32% 4. 5.8

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Q. An ideal gas is taken through a cyclic thermodynamic process through four steps. The amounts of heat involved in these steps are

Q_{1} = 5960 J

Q_{2} = - 5585 J

Q_{3} = - 2980 J

Q_{4} = 3645 J

respectively. The corresponding quantities of work involved are

W_{1} = 2200 J

W_{2} = - 825 J, W_{3} = - 1100 J

W_{4}

respectively . Find the efficiency of the cycle.

Q. An ideal gas is taken through a cyclic thermodynamic process through four steps. The amounts of heat involved in these steps are

Q_{1} = 5960 J

Q_{2} = - 5585 J

Q_{3} = - 2980 J

Q_{4} = 3645 J

respectively. The corresponding works involved are

W_{1} = 2200 J

W_{2} = - 825 J

W_{3} = - 1100 J

W_{4}

respectively.
What is the efficiency of the cycle?

Q. An ideal gas is taken through a cyclic thermo dynamical process through four steps. The amounts of heat involved in steps are

Q_{1} = 5960 J, Q_{2} = - 5585 J, Q_{3} = - 2980 J, Q_{4} = 3645 J

; respectively, the corresponding works involved are

W_{1} = 2200, W_{2} = - 825 J, W_{3} = - 1100 J

W_{4}

respectively. Find the value of

W_{4}

and efficiency of the cycle

Q. An ideal gas is taken through a cyclic thermodynamic process involving four steps. The amounts of heat involved in these steps are

Q_{1} = 5960 J, Q_{2} = - 5585 J, Q_{3} = - 2980 J

Q_{4} = 3645 J

, respectively. The corresponding amounts of work done are

W_{1} = 2200 J, W_{2} = - 825 J

W_{3} = - 1100 J

W_{4} = r e s p e c t i v e l y

.
What is the efficiency of the cycle?

Q. An ideal gas is taken through a cyclic thermodynamic process through four steps. The amounts of heat involved in these steps are

Q_{1} = 5960 J, Q = - 5585 J, Q_{3} = - 2980 J

Q_{4} = 3645 J

respectively. The corresponding quantities of work done by gas for each steps are

W_{1} = 2200 J, W_{2} = - 825 J, W_{3} = - 1100 J

W_{4} = 765 J

respectively. The efficiency of the cycle is

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