The Göbbs paradox is the absence of continuity for entropy when moving from mixing different gases to mixing identical gases: mixing entropy when moving from ideal gases with an arbitrarily small degree of difference to identical gases jumps from constant value to zero, which seems unexpected and illogical.
There is a mass of “solutions” to the paradox, for example, a solution that rejects its very existence is:
the paradox reduces to a jump in the entropy behavior of the mixing ΔS with the continuous approach of certain parameters characterizing the mixed gases. If such a continuous convergence contradicts the laws of physics, that is, if the differences between gases can change only discretely, the Gibbs paradox disappears: it is not surprising that with a discrete change in the parameters of gases, the properties of their mixture also change discretely.
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