Exterior Problem of Boltzmann Equation with Temperature Difference
2008
The existence of stationary solution to an exterior domain
of the Boltzmann equation was first studied by S. Ukai and K. Asano
in [25, 27] and was recently generalized by
S. Ukai, T. Yang, and H. J. Zhao in [29] to more
general boundary conditions. We note, however, that the results
obtained in [25, 29] require that the
temperature of the far field Maxwellian is the same as the one of
the Maxwellian preserved by the boundary conditions. The main
purpose of this paper is to discuss the case when these two
temperatures are different. The
analysis is based on some new estimates on the linearized collision
operator and the method introduced in [25, 27, 29].
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