1 mole of ideal monoatomic gas is taken along a cyclic process as shown in figure.Process 1 to2 shown in one by 4 th part of circle as shown dotted line process 2 to 3 is isochoric while 3 to 1 is isobaric. Of efficiency of cycle to the nearest integer isn%value of n is
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Heat rejected = 5PoVo/ R
Q = 3PoVo
Explanation:
Heat rejected by the gas in CA ΔQ = nCpΔT, where n = 1
Cp = 5R/2 for monoatomic gas
PV = nRT
Ti = Po * 2Vo /R
Tf = PoVo/ R
ΔT = PoVo/ R- 2PoVo/ R
Substituting the values, we get:
Q = 5R/2 * (-PoVo/ R) = -5PoVo/ R
Negative sign indicates that heat is given out.
So heat rejected = 5PoVo/ R
Heat absorbed in AB is ΔQ = nCpΔT
Cv = 3R/2 for monoatomic gas
Ti = PoVo/ R
Tf = 3PoVo/ R
So Q = 3R/2 * (3PoVo/ R - PoVo/ R)
Q = 3PoVo
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