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Researchers Re-Examine Second Law of Thermodynamics
Many readers have written to tell us that researchers are examining the possibility of using Brownian ratchets to help combat the problem of heat dissipation in miniaturized electronics. "Currently, devices are engineered to operate near thermal equilibrium, in accordance with the Second Law of Thermodynamics which states that heat tends to transfer from a hotter unit to a cooler one. However, using the concept of Brownian ratchets, which are systems that convert non-equilibrium energy to do useful work, the researchers hope to allow computers to operate at low power levels, and harness power dissipated by other functions. 'The main quest we have is to see if by departing from near-equilibrium operation, we can perform computation more efficiently,' Ghosh told iTnews. 'We aren't breaking the Second Law — that's not what we are claiming,' he said. 'We are simply re-examining its implications, as much of the established understanding of power dissipation is based on near-equilibrium operation.'"
It is often referred to as the 0th Law of Thermodynamics that states that thermal energy flows down a gradient. It pretty much defines what temperature means. The Second Law does not involve systems in equilibrium.
Statements like this make the physicist in me cry out in pain.
To get the questions out of the way, the Brownian ratchet at equilibrium has been shown not to work, exactly as we might expect from the laws of thermodynamics.
But that's not what they're talking about. They are hoping to use a Brownian ratchet at a temperature differential, which is a clever way to extract work from a temperature differential to be sure, but is fully in line with thermodynamics as we understand it today.
Perhaps I'm reading this wrong. How can having the ratchet at a temperature differential ("between different temperatures"? "in a gradient"?) be described as having it in thermodynamic equilibrium?