We demonstrate that inertial forces give rise to a phenomenon similar to th
e Hall effect in metals and semiconductors. This phenomenon is useful for i
llustrating the structure of the Hall effect, since the Hamiltonian for the
rotating reference frame problem has most of the same features as that for
the problem of charges moving under a magnetic field. In addition, we inve
stigate the quantum regime of a rotating system. We find that there exists
an analog of the integer quantum Hall effect at extreme rotation rates, but
of a qualitatively different nature. An analog of the fractional quantum H
all effect will not occur. The similarities and differences between the ine
rtial-force and magnetic versions of the Hall effect are good pedagogical i
llustrations for the classical and quantum Hall regimes. (C) 2000 American
Association of Physics Teachers.