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Introduction to Acoustics

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156 Part A Propagation of Sound<br />

Part A 5.2<br />

Type<br />

Resonance frequency fr<br />

Depth<br />

Envelope dimensions (in.)<br />

TVR at fr<br />

Midband OCV<br />

Suggested band<br />

Beam type<br />

Input power<br />

d)<br />

270<br />

1 2 3 4 5 6 7 8 9<br />

330<br />

0 30<br />

300 60<br />

240 120<br />

10dB/div<br />

Specifications (nominal)<br />

210 180 150<br />

Directivity pattern at 10 kHz<br />

10<br />

in.<br />

Projec<strong>to</strong>r/Hydrophone<br />

11,5 kHz<br />

1250 m<br />

6.5D<br />

149 dB/(µPa/V@1m)<br />

–188 dB/(1V/µPa)<br />

0.01–20 kHz<br />

Spherical<br />

10000 W<br />

90<br />

a)<br />

dB re µPa/V @ 1m<br />

150<br />

140<br />

130<br />

120<br />

110<br />

4<br />

b)<br />

db re 1V/µPa<br />

–180<br />

–190<br />

–200<br />

c)<br />

Conductance (G)/Susceptance (B) (µs)<br />

8000<br />

6000<br />

4000<br />

2000<br />

4<br />

0<br />

4<br />

6 8 10 12 14 16 18 20 22<br />

Frequency (kHz)<br />

6 8 10 12 14 16 18 20 22<br />

Frequency (kHz)<br />

B<br />

6 8 10 12 14 16 18 20 22<br />

Frequency (kHz)<br />

Fig. 5.8a–d Typical specification sheet of a powerful underwater acoustic transponder (<strong>to</strong>p left). (a) Transmitting voltage<br />

response. (b) Receiving voltage response. (c) Real (full line) and imaginary part (dashed line) of the water admittance Y.<br />

(d) Directionality pattern at one frequency (Courtesy of International Transducer Corp.)<br />

mitting voltage response, this corresponds <strong>to</strong> a source<br />

level of nearly 210 dB re µPa at the resonant frequency.<br />

Finally, Fig. 5.8d represents the directionality pattern<br />

at a given frequency. It shows that the ITC-1007 is<br />

omnidirectional at 10 kHz.<br />

When transducers have <strong>to</strong> be coupled <strong>to</strong> a power amplifier<br />

or another electronic device, it may be useful <strong>to</strong><br />

model the transducer as an electronic circuit (Fig. 5.9a).<br />

The frequency dependence of the conductance G and<br />

susceptance B (Fig. 5.8c) yield the components of the<br />

G

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