On the discrete Boltzmann equation with linear and nonlinear terms

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概要

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• For the discrete Boltzmann equation with linear and nonlinear terms, we show a boundedness of solutions with an explicit estimate and their asymptotic behavior when the momentum is conserved. Secondly when the Cauchy data are small, we show an exponential decay of solutions, for a model in which the nonlinear terms represent the `binary collisions' and also `multiple collisions'.

• 東京大学の論文

著者

• Yamazaki M

  Department Of Mathematical Sciences University Of Tokyo

• Yamazaki Mitsuru

  Department of Mathematical Sciences, University of Tokyo

• Yamazaki Mitsuru

  Department Of Cardiovascular Medicine School Of Medicine Hokkaido University

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