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Active Water-Wave Absorber

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Active Water-Wave Absorber
Active Water-Wave Absorber
Matthew Carney

ME236: Control & Optimization of Distributed Parameters Professor Alex Bayen University of California, Berkeley 04.30.2007
UC Berkeley, Spring 2007 1

Contents
• • • • • • Motivation Initial Idea Literature Search Focus Current Work Future Work www.emec.org.uk UC Berkeley, Spring 2007

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Motivation
• Significant amounts of energy is stored in the ocean

• Large potential for extracting energy from waves
• Control is the key to optimizing energy extraction and economic feasibility.

www.epri.com/oceanenergy

UC Berkeley, Spring 2007

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Initial Idea
• 1-Degree of Freedom Point Absorber • Direct Drive Linear Generator • Optimize Hydrodynamic Parameters
– Added Mass – Added Damping

• Optimize Phase Control
UC Berkeley, Spring 2007 4

Literature Search
• Eriksson, M., Isber, J., Leijon, M. “Hydrodynamic Modeling of a Direct-Drive Wave Energy Converter.” International Journal of Engineering Science, vol. 43, pages 1377-1387, 2005. Falnes, Johannes “Ocean Waves and Oscillating Systems: Linear Interactions Including Wave-energy Extraction.” Cambridge University Press, Cambridge. 2002. Havelock, T. H., “Forced Surface-Waves on Water.” Philosophic Magazine of Science, vol. 8, no. 51, Oct. 1929. Milgram, Jerome H., “Active Water-Wave Absorbers.” Journal Fluid Mechanics, vol. 43, part 4, pages 845-859, 1970. Yeung, Ronald W. “Added Mass and Damping of a Vertical Cylinder in Finite-depth Waters.” Applied Ocean Research, vol. 3, no. 3, pages 119-133. 1981.



• • •

UC Berkeley, Spring 2007

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Focus
• Simplify the Problem!

• “To absorb a wave means to generate a wave or, in other words: To destroy a wave is to create a wave.” – Johannes Falnes
UC Berkeley, Spring 2007 6

(2D Wave-Maker) -1
Active Water-Wave Absorbers Jerome H. Milgram Journal of Fluid Mechanics (1970), vol. 43, pp. 845-859
S
x y θ

C
D p

-∞

h

d

UC Berkeley, Spring 2007

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Formulation

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