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Oscillations, Waves, and Interactions - GWDG

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10 M. R. Schroeder, D. Guicking <strong>and</strong> U. Kaatze<br />

Drittes Physikalisches Institut at the turn of the millenium.<br />

airborne sound was constructed for its potential to attenuate the rolling noise of<br />

tyres, covering the relevant frequency range from 700 Hz through 1300 Hz [81].<br />

Some basic research was done on the question “How does the sound get out of a<br />

ship into the water”. Experiments <strong>and</strong> analytical models of sound radiation from flat<br />

plates [82] were followed by investigations with thick-walled cylindrical shells. The<br />

calculation of their resonance frequencies (at which the sound radiation is maximum)<br />

is all but trivial – the rigorous theory dem<strong>and</strong>s for the solution of partial differential<br />

equations of 10th order [83]. Attempts to find simpler calculations resulted in a<br />

surprisingly good approximation [84], reducing the computational effort to solving a<br />

third-order algebraic equation. Comparison with experimental data revealed errors<br />

of a few percent only. As an aside, the critical frequency of flat plates turned out to<br />

be strongly dependent on the density of the surrounding medium [85].<br />

The activities on underwater sound research, except for cavitation, ended with the<br />

retirement of Dieter Guicking who has supervised much of the work summarised here<br />

since about 1970.<br />

7 Cavitation<br />

From the very beginning cavitation was among the areas of research of the Dritte<br />

Physikalische Institut. In fact, already in Berlin Meyer <strong>and</strong> Tamm had been concerned<br />

with vibrations of bubbles in liquids [86]. Methods to study cavitation phe-

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