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Against the grain: Brownian motion in a non-equilibrium system
Back in the 1920s, Walter Gerlach and E. Lehrer observed rotational brownian motion of a fine wire immersed in an equilibrium environment, a gas. Their simple experiment led to a key idea of equilibrium statistical mechanics, that the complex many-particle problem of particles colliding with the wire can be represented by two macroscopic parameters, viscosity and temperature. Can this idea also describe systems far from equilibrium? A non-equilibrium version of the classic experiment (see cover) gives the answer "yes", finding effective values for these parameters. A sensitive torsion oscillator was suspended in millimetre-sized grains, fluidized by strong external vibrations. The oscillator acts as an elastically bound brownian particle, and the vibrated grains as the non-equilibrium medium.
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