Computational engineering laboratory is dedicated to advancing high-fidelity numerical modeling of complex fluid-structure interaction phenomena, employing methods such as the immersed boundary method (IBM), lattice Boltzmann method (LBM), and gas kinetic scheme (GKS). Building on these numerical frameworks, the group investigates a wide range of fundamental physical problems and engineering applications.
We develop an efficient isothermal fluid-structure interaction (FSI) numerical method: immersed boundary-reconstructed lattice Boltzmann flux solver (IB-RLBFS), which can simulate FSI problems with complex geometries, moving boundaries and large deformations.
We develop a thermal fluid-structure interaction (TFSI) numerical method: immersed boundary-reconstructed thermal lattice Boltzmann flux solver (IB-RTLBFS), which can simulate TFSI problems under complex thermal flows.
We develop a compressible fluid-structure interaction numerical method: immersed boundary-gas kinetic flux solver (IB-GKFS), which can simulate FSI problems with moving boundaries and sharp geometries in a strong compressible environment.
Utilizing the developed FSI method, we investigate the effects of caudal fin's flexibility on the self-propulsive performance and the propulsive scaling laws of Carangiform swimmers.