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Interaction of Viscous Shock Waves with a Boundary


  • Date : 2026/10/27 (Tue.) 10:00~13:00
  • Location : Conference Room, Institute of Mathematics (NTU Campus)
  • Speaker : Masaki Imagawa (Institute of Mathematics, Academia Sinica)
  • Organizer : Tai-Ping Liu (AS)
  • Abstract : In this talk, we study the viscous Burgers' equation on the half-line as a prototype for nonlinear interactions between a shock wave and a boundary. We consider small, exponentially localized perturbations of a shock initially located far from the boundary and traveling toward it. We show that the solution remains close to a traveling shock profile while the shock remains well separated from the boundary. As the shock approaches the boundary, the solution changes shape and eventually converges to a stationary boundary layer. This is joint work with Shih-Hsien Yu.

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