Speaker
Pei SU
Description
We study the interaction between a rigid body and an inviscid compressible fluid in a bounded domain. The fluid is described by the compressible Euler equations, while the rigid body obeys the laws of linear and angular momentum. We prove the existence and uniqueness of classical solutions to the resulting coupled fluid–structure interaction system. The analysis relies on a suitable approximation procedure combined with uniform estimates and compactness arguments.
Author
Co-author
Prof.
Frédéric Rousset