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A Feasibility Study - Aaltodoc - Aalto-yliopisto

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LITERATURE REVIEW<br />

2 Ocean Waves<br />

Waves have interested humanity for ages and when visiting the coast, one is typically<br />

awestruck by the simple rolling of waves onto shore. Waves and oceans have also been<br />

important for humanity, first with fishing and shipping, but currently with energy<br />

production possibilities. The energy content in waves is staggering and the world –<br />

desperate craving for clean and renewable energy – is soon ready to embrace it.<br />

This Chapter first introduces waves as a physical phenomenon, describes their<br />

characteristics and explains how physical laws control their behavior. Secondly the<br />

numerous different techniques for the utilization of wave power are described. Thirdly<br />

this Chapter demonstrates the huge energy resource in waves and that wave power<br />

could – and most likely will – play an important role in the future in supplying<br />

humanity with renewable energy.<br />

2.1 Physics of ocean waves<br />

Waves are a renewable and an abundant source of energy (Folley, Whittaker & Henry<br />

2007). They can be considered as an indirect form of solar energy, as they are originated<br />

by wind, which in turn is created by the uneven distribution of solar radiation. The<br />

interactions of wind and the surface of the water, which result in the formation of<br />

waves, are complex, but three key factors affecting the size of the wave can be named:<br />

the wind speed, its duration and the distance over which the wind affects the wave, i.e.<br />

the fetch (Boyle 2004).<br />

Figure 1. A simple sinusoidal wave. Adapted from (WMO 1998).<br />

It can be stated that “The surface waves are sets of unbroken sine waves…” (Twidell,<br />

Weir 2006, p. 402). Even though sine wave is a simple mathematical function, modeling<br />

actual waves is very difficult task. This is due to the fact that actual waves are a sum of<br />

nearly infinite sine waves and it is next to impossible to know the composition of each<br />

individual wave. Figure 1 has an example of a single sine wave with some of its<br />

common characteristics:<br />

3

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