Thermodynamics Vehicle: 0.rule Explained

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The discussion centers on a hypothetical vehicle based on the zeroth law of thermodynamics, specifically a perpetual motion machine (PMM) of the zeroth kind. This concept involves three thermal reservoirs where two are at the same temperature while the third is not, allowing for a heat engine to operate between them. When one reservoir is removed, the remaining two eventually equalize in temperature, negating the energy difference needed for operation. An example cited is MC Escher's perpetual waterwheel, illustrating the impossibility of such machines as they violate the zeroth law. Ultimately, these machines cannot function as they contradict fundamental thermodynamic principles.
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hi! what is the name of vehicle which based on the 0.rule of Thermodynamics?

thanks.. :smile:
 
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I'll assume you know the zeroth law of thermodynamics before I continue. Ok, let's continue...

A PMM of the zeroth kind is based on the premise that reservoirs A and B are at the same temperature, reservoirs B and C are at the same temperature, but A and C are not. Reservoir B is removed, leaving A and C capable of being hot and cold reservoirs respectively, between which a heat engine can operate. Eventually, A and C will come to the same temperature, at which point B is reintroduced, and this temperature difference allows the machine to continue running.

An example of a PMM of the zeroth kind might be MC Escher's perpetual waterwheel. Naturally, such machines violate the zeroth law and do not work.
 
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