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Appendices 5-13 - Nautilus Cares - Nautilus Minerals

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for computing a is given in Fisher and Simmons (1977), and yields a value of<br />

7.<br />

3<br />

-6<br />

x 10 dB/m at 250 Hz. Figure 12 shows that in this case absorption is likely to<br />

become significant at ranges in excess of 100 km.<br />

Received level (dB re 1uPa)<br />

150<br />

140<br />

<strong>13</strong>0<br />

120<br />

110<br />

100<br />

90<br />

80<br />

70<br />

60<br />

50<br />

10 0<br />

10 1<br />

10 2<br />

Range (km)<br />

Figure 12. Extrapolated transmission loss vs. range assuming cylindrical spreading without (blue) and with<br />

(red) absorption.<br />

* There is only a minor difference between results obtained using the two different<br />

seabed models. This appears to be because the interaction of the sound with the<br />

relatively steep basalt downhill slopes results in the rays being flattened so that by<br />

the time they hit the softer seabed a lot of the energy is at grazing angles less than<br />

the critical angle (~ 20 degrees) and is therefore strongly reflected. The most<br />

noticeable difference between the results for the two seabed models can be seen in<br />

the range-depth plots of Figure 7 and Figure 8. It is apparent that in the case of the<br />

basalt seabed (model A), there is energy travelling at steep angles that fills in the<br />

'holes' in the model B received level plots. Conversely, the softer sediment in<br />

model B rapidly attenuates this energy.<br />

10 3<br />

10 4<br />

21

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