Plate 
Plate 
Plate 
Plate 
Plate 
Plate 
Plate 
Plate 
Plate 
Plate 
Page 
XL. Some Examples 
Equations (9.36a) through (9.40). ....« - 
XLI. The Gaussian Case of the Lebesgue Power Integral 
for Short Crested Wave Systems 
Equations (9.41) through (9.48)... .. « « 
XLII. Some Examples of Cumulative Power Density 
Functions and Their Power Spectra 
Equations (9.49) through (9.52) . . «+ « « e 
XLIII. The Forecasting Problem for a Sea Surface 
Represented by Short Crested Waves, a Gaussian 
Lebesgue Power Integral, and Waves that Last Do Seconds 
at the Edge of a Storm of Width, W 
Equations (9.53) GHrowsimiGaGs): Stews) ss. « 
XLIV. The @-Band Width and the Forecasting Problem for 
a Sea Surface Represented by Short Crested Waves, a 
Gaussian Lebesgue Power Integral for a Storm of Width,W., 
of Duration, D., over a Fetch of Length, F 
Eqhations (9.64) through (9.71) .....+-- 
XLV. The Properties of a Short Crested Sea Surface 
as Observed as a Function of Time at a Fixed Point 
in Space 
Equataons  (lOsds) sChroneh a GlO 59) ion. ia ll mnonuaniis 
XLVI. The Properties of a Short Crested Sea Surface 
as Observed as a Function of Time at a Fixed Point 
in Space 
Equations  CLOEdO) tha omciaes (lO) moon tomitemmne mie 
XLVII. The Properties of a Short Crested Sea Surface 
as Observed as a Function of Time at a Fixed Point 
in Space 
Equations (@l0.m4) sthroughw GlOsd6) jo. renremres 
XLVIII. The Properties of a Short Crested Sea Surface 
as Observed as a Function of Time at a Fixed Point 
in Space 
Equations (10.17) sbhy ouehGlOs24) ie mayennennonn 
XLIX. Numerical Methods for the Determination of [A(u)]* 
from a Sample of a ees Time Series 
Equations (G@l0.25) ithrouch sGliOa26)is-usenn- enone 
4309 — 
218 
223) 
223 
234 
264 
266 
273 
