Adiabatic expansion of ideal gas into vacuum correspond to (i) w=0 (ii) delta E =0 (iii) delta H=0 (iv) All of these
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12
iv) All of these
Explanation:
At vacuum, P=0.
Hence, w= -P∆V = 0.
In an adiabatic process, there will be no flow of heat. Hence, q= 0.
Change in internal energy, ∆E = q + w
(from I law of thermodynamics)
∆E= 0 + 0
∆E= 0.
Change in enthalpy, ∆H= ∆E + P∆V
= 0 + 0
( P=0 at vacuum)
Hence, ∆H= 0.
Answered by
4
The answer is all of these. option(iv)
- Since the adiabatic expansion is taking place in a vacuum, the temperature here will be constant.
- When the temperature is constant, the change in volume of the ideal gas will also be constant which is zero.
- Therefore other parameters like ΔE, ΔH will be zero which leads to work done to be zero.
- Therefore option (iv) is the correct answer.
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