Biography
Xinyu Liu is a DPhil student in Engineering Science at the University of Oxford, where his work is related to water waves theory. Before coming to Oxford, he studied Fire Protection and Safety Engineering at Southwest Jiaotong University. His broader academic interests include fluid mechanics, nonlinear wave theory, and theoretical and computational approaches to engineering problems. He is also involved in teaching in the Department of Engineering Science at Oxford.
Most Recent Publications
Cavitation modeling with weak compressibility response to pressure change rate
Cavitation modeling with weak compressibility response to pressure change rate
HMSRNet: Super-resolution of turbulent flows using a hybrid network and composite loss formulation
HMSRNet: Super-resolution of turbulent flows using a hybrid network and composite loss formulation
Full acoustic analogy of linear noise in unbounded underwater environments
Full acoustic analogy of linear noise in unbounded underwater environments
Research on flow-induced vibration and energy harvesting of 3D thin flexible plates based on the unsteady vortex lattice method
Research on flow-induced vibration and energy harvesting of 3D thin flexible plates based on the unsteady vortex lattice method
Estimating superharmonic bound waves with the variable wavenumber approximation
Estimating superharmonic bound waves with the variable wavenumber approximation
Research Interests
Nonlinear water waves: theoretical and computational modelling of wave–wave interactions and bound harmonics in irregular wave fields
Wave–structure interactions: understanding nonlinear effects in offshore and coastal engineering applications
Spectral methods and efficient computation: development of fast algorithms for reconstructing higher-order wave components
Current Research Projects
- Phase manipulation and harmonic decomposition and reconstruction.
- Investigation of phase-manipulation techniques for separating linear and nonlinear wave components, and reconstruct an unseen phase of these.
- Variable Wavenumber Approximation (VWA)
- Formulation and validation of an approximation framework for nonlinear wave reconstruction across perturbation orders, water depths, directional spreading, for surface elevation and other surface kinematics. With extension to the inverse vwa, and the time series.
- Efficient computation of exact nonlinear wave interactions
- Development of fast spectral-domain methods for reconstructing higher-order bound wave components in irregular wave fields.
- Analytical research on free and bound behaviour in wavenumber–frequency tails
- Analytical study of the behaviour of free and bound wave components in the wavenumber–frequency tail region, with emphasis on their asymptotic structure and physical interpretation.
Research Groups
Most Recent Publications
Cavitation modeling with weak compressibility response to pressure change rate
Cavitation modeling with weak compressibility response to pressure change rate
HMSRNet: Super-resolution of turbulent flows using a hybrid network and composite loss formulation
HMSRNet: Super-resolution of turbulent flows using a hybrid network and composite loss formulation
Full acoustic analogy of linear noise in unbounded underwater environments
Full acoustic analogy of linear noise in unbounded underwater environments
Research on flow-induced vibration and energy harvesting of 3D thin flexible plates based on the unsteady vortex lattice method
Research on flow-induced vibration and energy harvesting of 3D thin flexible plates based on the unsteady vortex lattice method
Estimating superharmonic bound waves with the variable wavenumber approximation
Estimating superharmonic bound waves with the variable wavenumber approximation
Most Recent Publications
Cavitation modeling with weak compressibility response to pressure change rate
Cavitation modeling with weak compressibility response to pressure change rate
HMSRNet: Super-resolution of turbulent flows using a hybrid network and composite loss formulation
HMSRNet: Super-resolution of turbulent flows using a hybrid network and composite loss formulation
Full acoustic analogy of linear noise in unbounded underwater environments
Full acoustic analogy of linear noise in unbounded underwater environments
Research on flow-induced vibration and energy harvesting of 3D thin flexible plates based on the unsteady vortex lattice method
Research on flow-induced vibration and energy harvesting of 3D thin flexible plates based on the unsteady vortex lattice method
Estimating superharmonic bound waves with the variable wavenumber approximation
Estimating superharmonic bound waves with the variable wavenumber approximation