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ssc-367 - Ship Structure Committee

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Wave informationis calculatedfrom wind, accountingfor direction,<br />

duration and fetch. By integrating the weather conditions over<br />

small time steps, a wind and wave history can be built. The<br />

resulting records can be analyzed in a manner similar to that used<br />

with actual wind and wave records to produce wave scatter diagrams<br />

and wave exceedence curves.<br />

6.1.2 Wave and Wind SDectra<br />

Wave and wind spectra define the energy that is being applied to a<br />

structure or vessel. There are many wave spectra formulations and<br />

some of these are discussed in Appendix A. The most general and<br />

therefore most useful wave spectrum formulation is the General<br />

JONSWAP. The General JONSWAP spectra include the Bretschneider<br />

spectra which in turn include the Pierson-Moskowitz spectra.<br />

Reference 6.6 presents a summary of the various wind spectra. The<br />

spectrum recommended in Reference 6,6 is defined as follows:<br />

JONSWAP Wave SDectrum<br />

The JONSWAP (JointNorth Sea Wave Project)spectrumwas derived from<br />

wave measurements in the southern North Sea and is based on older<br />

spectraformulations,Pierson-Moskowitz/Bretschneider/ISSCModified<br />

P-M. The Mean JONSWAP spectrum has fixed parameters and represents<br />

the waves measured during the project. The General JONSWAP<br />

parameters can be varied so that the spectrum can represent either<br />

fully developed seas or developing seas.<br />

The formula for the JONSWAP spectrum is as follows:<br />

s(f) = a (g2/f5)EXP[-1.25(f/fm)-4]qa<br />

where<br />

a = EXP[-.5 (f-fm)2/(sfm)2]<br />

The Mean JONSWAP is defined with the following parameters.<br />

6-5<br />

l-u /J

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