

If you focus ultrasonic waves into water, tiny bubbles will be produced, forming a slowly varying fractal structure and radiating sound by themselves. This cavitation field is produced by a radially symmetric sound field of approximately 23 kHz.

3D bubble field from acoustic cavitation in a cylinder. The bubbles have been recorded with high speed imaging of holograms. The image has been reconstructed and bubble sizes and positions are used to generated the above rendered image.
Oscillating cavitation bubbles emit high intensity sound waves. Cavitation noise spectra as a function of the voltage of a driving piezoceramic cylinder are shown. The spectra are encoded in a grey scale. The frequency is scaled relative to the driving frequency of 71 kHz: Subharmonic frequencies and their harmonics appear while the driving amplitude is increased.
Listen to the cavitation noise, (
wav-file, 131kB, pitch is transposed to an audible range) while the driving amplitude is increased. You'll hear period doubling (= frequency halfing) bifurcations into chaos.
Here you see a sequence of images of attractors from acoustic cavitation noise. They are constructed from a single time series of acoustic emission data picked up with a hydrophone: The attractors represent an image of the dynamical states of the system as the driving amplitude of the ultra sound in water is increased. Period doubling into chaos is observed.
Dr. Joachim Holzfuss
Nichtlineare Physik
Institut für Angewandte Physik
Fachbereich 05 - Physik
Technische Universität Darmstadt
Schlossgartenstr. 7
D-64289 Darmstadt
+49 6151 16-2884
+49 6151 16-4534
Joachim.Holzfuss@physik.tu-...