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Directional Recording of Swell from Distant Storms - Department of ...

Directional Recording of Swell from Distant Storms - Department of ...

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534 W. H. MUNK, G. R. MILLER, F. E. SNODGRASS AND N. F. BARBER80TO.70 - 214 (11214 188 212~~~~~~~~~~~~~~~~~~01191 221~~~~~19 22193~~~~~~~~~~~~~~~~~~~~~~~~1221121912 13 14 15 16 IT 18 19 20 24 21 22 23 24MAY 1959FIGURE 13. Contours <strong>of</strong> equal power density, E(f, t), on a frequency-time plot. The contours are atequal intervals <strong>of</strong> log E(fJ, t). Heavy contours correspond to 0 01, 0-1, 10, and 10 cm2/(c/ks).On the time axis the ticks designate midnight U.T. The ridge lines correspond to the dispersivearrivals <strong>from</strong> a single source, and their slope is inversely proportional to the distance <strong>from</strong> thesource. For each ridge line we have marked the estimated direction, 0, <strong>of</strong> the source (clockwise<strong>from</strong> true north) and the great circle distance A in degrees. The small numbers give somecomputed directions <strong>of</strong> the optimum point source, 00(f, t).following reasons. At low frequencies kDn is always small, and then (7.10) shows that theQ's tend to have a zero totaln=There are then only six items <strong>of</strong> information and seven parameters become indeterminate.At higher frequencies this restriction does not hold, but in all the experiments it must be

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