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NUI Galway – UL Alliance First Annual ENGINEERING AND - ARAN ...

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Numerical Modelling of Tidal Turbines<br />

Darren Coppinger, Dr Stephen Nash<br />

Civil Engineering (and Ryan Institute), College of Engineering & Informatics, <strong>NUI</strong> <strong>Galway</strong><br />

darren.coppinger@nuigalway.ie, stephen.nash@nuigalway.ie<br />

Abstract<br />

Tidal current energy resources have the potential to<br />

provide a sizable proportion of Ireland’s energy;<br />

however, the technologies required to utilize tidal<br />

stream resources and deliver energy on a usable scale<br />

are very much at a developmental stage. More<br />

importantly, while promoted as ‘clean’ energy<br />

technologies, the siting of marine renewable energy<br />

devices in estuarine and coastal waters will alter<br />

current flows and water levels, and therefore has the<br />

potential for adverse environmental and economic<br />

impacts. The main objective of this research is to<br />

develop a generic numerical model capable of<br />

simulating energy extraction from coastal waters via<br />

tidal turbines. The model will then be used to assess the<br />

hydro-environmental impact of turbine deployments. A<br />

nested three-dimensional hydrodynamic model will<br />

allow spatial resolution at device-scales thus enabling<br />

accurate assessment of turbine yields and impacts.<br />

1. Introduction<br />

Tidal current energy resources can provide a sizable<br />

proportion of Ireland’s energy. By utilizing this<br />

indigenous, sustainable resource we can reduce our<br />

over-reliance on fossil fuels. The siting of tidal stream<br />

energy devices in coastal waters has the potential for<br />

adverse hydro-environmental impacts. The primary<br />

objective of this research is to develop a generic<br />

numerical model capable of simulating the effects of<br />

energy extraction (via tidal turbines) on coastal waters.<br />

2. Research Aims<br />

The aims of this research are as follows:<br />

1. Develop a 3D numerical model to simulate the<br />

effects of tidal turbine power extraction<br />

2. Investigate effects of power extraction on<br />

hydrodynamics (i.e. currents and water levels)<br />

3. Investigate and optimize configurations of turbine<br />

farms for maximum yield and minimum impacts<br />

4. Determine optimum conditions for turbine<br />

deployment sites<br />

3. Research Methodology<br />

The DIVAST (Depth Integrated Velocity And Solute<br />

Transport) model will be used for this research. The<br />

following methodology will be employed:<br />

1. Develop 2D nested model<br />

2. Incorporate tidal turbines into model<br />

3. Develop 3D nested model<br />

4. Incorporate turbines into 3D model<br />

5. Use 2D and 3D models to investigate far-field<br />

effects of power extraction<br />

21<br />

4. Nesting Technique<br />

Nesting techniques allow the use of high resolution<br />

within particular regions of interest, while lower<br />

resolution is used elsewhere in the domain. This<br />

research aims to build on a novel nesting technique<br />

previously developed at <strong>NUI</strong> <strong>Galway</strong>. Figure 1<br />

illustrates the nesting process. The area of interest,<br />

where higher resolution is desired, is highlighted in a<br />

deeper blue. A high resolution grid is specified in this<br />

area of interest. This “child” grid uses the results of the<br />

lower resolution “parent” grid as boundary conditions.<br />

Figure 1: Diagram showing the turbine model contained within the<br />

nested grid of the model domain.<br />

5. Turbine Modelling<br />

Horizontal axis tidal turbines can be modelled as an<br />

actuated or porous disc. This method is useful as the<br />

complex geometry of the turbine need not be fully<br />

specified. The actuated disc applies a thrust force to the<br />

moving fluid; this force can be incorporated in the<br />

governing equations of flow to simulate the extraction<br />

of energy from the flow by a turbine. The thrust from<br />

the disc to the flow can be derived as:<br />

T = ½ ρCTAu 2<br />

where:<br />

T = thrust from the turbine to the fluid<br />

u = velocity<br />

ρ = fluid density<br />

A = area of the turbine defined as an actuated disc<br />

CT = coefficient of bypass and turbine wake flow<br />

6. Conclusion<br />

The development of accurate numerical models for the<br />

assessment of tidal current energy resource, power<br />

extraction and the hydro-environmental impacts of<br />

power extraction is important for the development of<br />

the tidal turbine industry.

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