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ssc-367 - Ship Structure Committee

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‘P = 1.1671*TS .<br />

For Y = 1, the fourth area moment is infinite. The crest period,<br />

T~, is therefore zero.<br />

For values of y other than one, the JONSWAP equation cannot be<br />

mathematically integrated. The period relationships as a function<br />

of Ycan be calculated by numerical integration of the wave spectrum<br />

equation over the range from three-tenths of the peak frequency to<br />

ten times the peak frequency.<br />

The shape of the JONSWAP spectrum can be further adjusted by changing<br />

the values of e. The e values are sometimes varied when the JONSWAP<br />

spectrum is used to fit measured wave spectra.<br />

.-<br />

A.3.4<br />

Scott and Scott-Wieqel Spectra<br />

The Scott (Reference A.6) spectrum was also formulated to fit North<br />

Atlantic weather data. The Scott spectrum is the Derbyshire<br />

(Reference A.7) spectrum with S1ight modifications to the constants<br />

in the equation. The spectrum equation is as follows.<br />

s(w)<br />

= 0.214*(Hs)2*exp[-(~-wm)/ {0.065*(U-Mm+0.26)}4]<br />

for -0.26 < OJ-Wm < 1.65<br />

= o, elsewhere.<br />

where<br />

A-15<br />

2.3

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