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    Approximate solutions to the problem of stationary shear flow of smooth granular materials

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    The inelastic Boltzmann equation is used in order to study stationary shear flows in a rarefield granular gas of hard spheres. We resort to a Gaussian moment approximation in order to calculate the pressure tensor in three dimensions. The method is discussed along with previously introduced techniques: asymptotic expansion in the near elastic limit, and pseudo-Maxwellian approximation. Numerical results and approximate analytic formulas for the pressure tensor are presented and briefly commented on. A comparison with the pseudo-Maxwellian solution is discussed in detail

    Exact and asymptotic stationary solutions of the semicontinuous Boltzmann equation

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    AbstractThe semicontinuous model of the Boltzmann equation is studied in stationary situations and with evaporation-condensation boundary conditions. A class of exact solutions of a special form, which may also be regarded as asymptotic to more general solutions, is explicitly derived
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