Water wave metamaterials in the design of ocean wave energy converters
Lead Research Organisation:
University of Bristol
Department Name: Mathematics
Abstract
The proposal lies at the intersection of two normally distinct scientific disciplines -- the mathematical description of marine hydrodynamics and metamaterial science -- to transform existing understanding of the potential of ocean wave energy harvesting. Longstanding theoretical limits based on traditional marine engineering principles will be broken by the use of metamaterials and metasurfaces in a water wave setting. This programme of work describes how the new water wave metamaterial landscape will be explored and the exciting potential that wave energy converter design concepts exploiting it have to offer. The goal of this work is to illustrate how the struggling wave energy research and commercial sectors can finally move along the same path that wind turbine technology has enjoyed with a solution to the critical issue of how to develop scalable installations.
Organisations
People |
ORCID iD |
Richard Porter (Principal Investigator) |
Publications
Huang J
(2023)
A surface-piercing truncated cylindrical meta-structure operating as a wave energy converter
in Physics of Fluids
Huang J
(2023)
Water wave propagation through arrays of closely spaced surface-piercing vertical barriers
in Journal of Fluid Mechanics
Huang J
(2022)
Wave power absorption by a metamaterial cylinder with internal paddle power take-off system
in Applied Ocean Research
Porter R
(2022)
Water wave scattering by a structured ridge on the sea bed
in Ocean Engineering
Porter R
(2022)
Scattering of surface waves by a vertical truncated structured cylinder.
in Proceedings. Mathematical, physical, and engineering sciences
Putley H
(2022)
A tunable electromagnetic metagrating
in Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences
Schnitzer O
(2022)
Acoustics of a Partially Partitioned Narrow Slit Connected to a Half-Plane: Case Study for Exponential Quasi-Bound States in the Continuum and their Resonant Excitation
in SIAM Journal on Applied Mathematics