The acoustic limit from the hard-sphere Boltzmann equation with Maxwell reflection boundary condition is proved for classical solutions for all accommodation coefficients 0<α≤1, with convergence rate ε^{1/4}.
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Kinetic-fluid boundary layers and acoustic limit for the Boltzmann equation with general Maxwell reflection boundary condition
The acoustic limit from the hard-sphere Boltzmann equation with Maxwell reflection boundary condition is proved for classical solutions for all accommodation coefficients 0<α≤1, with convergence rate ε^{1/4}.