The aim of this work is to develop a simple nonlinear model of a wave energy converter (WEC) for capturing power from ocean waves and converting it into electrical power. A generic axisymmetric device is considered, which consists of a vertical circular cylinder surrounded by a circular annulus. The nonlinear system of equations of motion of this generic WEC are derived; these include the nonlinear term arising from viscous drag due to boundary layer separation. The expressions for radiation damping and added mass are determined by dimensional analysis. These equations are then solved numerically and the results are displayed graphically in a number of figures. Consideration of these graphs leads to conclusions that should be taken into acc...
The wave energy, as a clean and non-pollution renewable energy sources, has become a hot research to...
This paper presents a numerical model that simulates the behaviour of an offshore point absorber wav...
This is the author accepted manuscript. The final version is available from Elsevier via the DOI in ...
The aim of this work is to develop a simple nonlinear model of a wave energy converter (WEC) for cap...
One of the major challenges facing modern industrialized countries is the provision of energy: trad...
This thesis is titled The influence of a nonlinear Power Take Off on a Wave Energy Converter. It loo...
Most wave energy converters (WECs) are described by linear mathematical models, based on the main as...
The wave energy sector has made and is still doing a great effort in order to open up a niche in the...
The wave energy industry has grown considerably over the past two decades, developing many differen...
Ocean waves represent an untapped source of renewable energy which can significantly contribute to t...
Numerical models for heaving buoy wave energy converters are a fundamental tool for device design an...
Numerical models for heaving buoy wave energy converters are a fundamental tool for device de...
Ocean waves represent an untapped source of renewable energy which can significantly contribute to ...
A three dimensional time-domain model, based on Cum-mins equation, has been developed for an axisymm...
A wave energy converter (WEC) has the potential to become a viable technology for clean, renewable e...
The wave energy, as a clean and non-pollution renewable energy sources, has become a hot research to...
This paper presents a numerical model that simulates the behaviour of an offshore point absorber wav...
This is the author accepted manuscript. The final version is available from Elsevier via the DOI in ...
The aim of this work is to develop a simple nonlinear model of a wave energy converter (WEC) for cap...
One of the major challenges facing modern industrialized countries is the provision of energy: trad...
This thesis is titled The influence of a nonlinear Power Take Off on a Wave Energy Converter. It loo...
Most wave energy converters (WECs) are described by linear mathematical models, based on the main as...
The wave energy sector has made and is still doing a great effort in order to open up a niche in the...
The wave energy industry has grown considerably over the past two decades, developing many differen...
Ocean waves represent an untapped source of renewable energy which can significantly contribute to t...
Numerical models for heaving buoy wave energy converters are a fundamental tool for device design an...
Numerical models for heaving buoy wave energy converters are a fundamental tool for device de...
Ocean waves represent an untapped source of renewable energy which can significantly contribute to ...
A three dimensional time-domain model, based on Cum-mins equation, has been developed for an axisymm...
A wave energy converter (WEC) has the potential to become a viable technology for clean, renewable e...
The wave energy, as a clean and non-pollution renewable energy sources, has become a hot research to...
This paper presents a numerical model that simulates the behaviour of an offshore point absorber wav...
This is the author accepted manuscript. The final version is available from Elsevier via the DOI in ...