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with sufficient buoyancy to hold the charge taut at Sm from the sea bed.<br />
(Fig 2.4). The purpose of detonation 5 m above the sea-bed is to instigate<br />
against energy loss in simple rock fracturing, probable with detonation on<br />
the sea-bed. Detonation 5 m above the sea-bed, a distance less than the<br />
bubble radius, ought to achieve slap-down of the pressure pulse<br />
impulsively on the sea-bed without extensive rock fracturing. This is<br />
seismically more efficient.<br />
The shot point for practical purposes at sea was defined as the shackle<br />
ring shown in Fig 2.4. The mooring arrangement consisted of two Class 5<br />
buoys wired together with each buoy anchored to the sea-bed so that the<br />
whole system was held under tension. The mid-point of the wire connecting<br />
the two buoys consisted of a shackle ring which lay below sea level. The<br />
shackle ring was connected to a free floating orange marker buoy so that<br />
it could easily be retrieved when required, for example, to locate the<br />
precise shot point when the charge was to be lowered.<br />
The detonation cable was to be reeled out from a drum with small<br />
sponge-like floats<br />
through the shackle<br />
distances for the<br />
attached every few metres (see photographs), and fed<br />
ring down to the charge. Anticipated stand-off<br />
Goosander at shot-time were 1500' and 750' for the<br />
larger and smaller charge size respectively.<br />
2.5 PREDICTED SIGNAL AMPLITUDES AND EXPLOSION SOURCE PARAMETERS<br />
It was expected that the equipment deployed on the sea-bed at different<br />
distances from the explosions would need to span a wide range of signal<br />
amplitudes. It was necessary to forecast the approximate amplitude of<br />
direct pressure waves and seismic ground motions at each proposed site so<br />
that instrumental gains could be set accordingly.<br />
2,:;.' Press/I/"(' wav(':<br />
Standard expressions given by Cole (1948) for the direct shock or pressure<br />
wave P(t) MPa from an underwater explosion, detonated at time t = 0, are<br />
of the form:<br />
P(t)<br />
12<br />
(2.1)