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P. Farrell, D. Ham, S. Funke, M. Rognes (2012)
Automated Derivation of the Adjoint of High-Level Transient Finite Element ProgramsArXiv, abs/1204.5577
R. Vennell, S. Funke, S. Funke, S. Draper, C. Stevens, T. Divett, T. Divett (2015)
Designing large arrays of tidal turbines: A synthesis and reviewRenewable & Sustainable Energy Reviews, 41
D. Bresch (2009)
Shallow-Water Equations and Related Topics, 5
S. Funke, S. Kramer, M. Piggott (2015)
Design optimisation and resource assessment for tidal-stream renewable energy farms using a new continuous turbine approachArXiv, abs/1507.05795
R. Vennell (2011)
Estimating the power potential of tidal currents and the impact of power extraction on flow speedsRenewable Energy, 36
R. Vennell (2010)
Tuning turbines in a tidal channelJournal of Fluid Mechanics, 663
Graig Sutherland, Mike Foreman, Chris Garrett (2007)
Tidal current energy assessment for Johnstone Strait, Vancouver IslandProceedings of the Institution of Mechanical Engineers, Part A: Journal of Power and Energy, 221
C. Vreugdenhil (1994)
Numerical methods for shallow-water flow
M. Abolghasemi, M. Piggott, J. Spinneken, A. Viré, C. Cotter, Sarah Crammond (2018)
Delft University of Technology Simulating tidal turbines with multi-scale mesh optimisation techniques
S. Kramer, M. Piggott (2015)
A correction to the enhanced bottom drag parameterisation of tidal turbinesArXiv, abs/1506.03611
A. Logg, K. Mardal, G. Wells (2012)
Automated Solution of Differential Equations by the Finite Element Method: The FEniCS Book
S. Brenner, L. Scott (1994)
The Mathematical Theory of Finite Element Methods
S. Funke, P. Farrell, M. Piggott (2013)
Tidal turbine array optimisation using the adjoint approachArXiv, abs/1304.1768
B. Polagye, P. Malte (2011)
Far-field dynamics of tidal energy extraction in channel networksRenewable Energy, 36
S. Draper, T. Adcock, A. Borthwick, G. Houlsby (2014)
An electrical analogy for the Pentland Firth tidal stream power resourceProceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences, 470
[The motivation for this application comes from the desire to generate renewable energy from the tides in the Earth’s oceans. Tides are a consequence of the gravitational attractions experienced within the Earth-Moon-Sun system. As this system evolves in time the cumulative gravitational forces vary and this has the effect of driving ocean (or tidal) currents which periodically and locally increase and decrease the depth of the oceans at global scales.]
Published: Jul 8, 2017
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