Weblinks, videos, images
Weblinks
[size=85][url=http://paulbourke.net/geometry/chladni/][color=#666666][u]http://paulbourke.net/geometry/chladni/[br][/u][/color][/url][url=http://www.phy.davidson.edu/stuhome/jimn/chladni/pages/theory.htm][color=#6161ff][u]http://www.phy.davidson.edu/stuhome/jimn/chladni/pages/theory.htm[/u][/color][/url][br][url=http://www.cymascope.com/cyma_research/physics.html]http://www.cymascope.com/cyma_research/physics.html[br]https://www.youtube.com/watch?v=Q3oItpVa9fs[/url][br][url=http://www.odinic-rite.org/main/harmonic-vibrations/]http://www.odinic-rite.org/main/harmonic-vibrations/[/url][br] [url=http://sploid.gizmodo.com/these-images-of-sound-waves-in-water-are-hypnotic-1759741538]http://sploid.gizmodo.com/these-images-of-sound-waves-in-water-are-hypnotic-1759741538[br][/url][url=http://www.cymascope.com/cyma_research/breakingnews.html]http://www.cymascope.com/cyma_research/breakingnews.html[br]https://www.youtube.com/watch?v=XBP0jmpjzBw[/url][/size]
[size=85]https://acousticslab.org[br] https://acousticslab.org/RECA220/PMFiles/Module01.htm[br]https://acousticslab.org/RECA220/PMFiles/Module02a.htm[br]https://acousticslab.org/RECA220/PMFiles/Module02b.htm[br]https://acousticslab.org/RECA220/PMFiles/Module03.htm[/size]
Chladni Patterns
Three-Dimensional Mid-Air Acoustic Manipulation [Acoustic Levitation]
Cymatic Music
Cymatics Experiment Mozart "Una Donna a Quindici Anni" Suzanne Tribe Suzanne Tribe
3-Dimensional Standing-Wave Patterns in Liquid picture
![](https://cdn.geogebra.org/resource/LDmfmju5/fR0Nd2stYgC6s0fp/material-LDmfmju5.png)
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Images of Sound Waves in Water
![](https://cdn.geogebra.org/resource/baalf6AF/WrlNGXi4maROKMRl/material-baalf6AF.png)
http://sploid.gizmodo.com/these-images-of-sound-waves-in-water-are-hypnotic-1759741538
The Physics of Sound
![](https://cdn.geogebra.org/resource/EXhuV8tF/ajXeCClVf2HlnUvM/material-EXhuV8tF.png)
[url=http://www.cymascope.com/iphoneweb/cymaphone/cyma_research/physics.html]http://www.cymascope.com/iphoneweb/cymaphone/cyma_research/physics.html[/url][br][br][url=https://www.academyofeuphony.com/en/cymascope-music-made-visible/]https://www.academyofeuphony.com/en/cymascope-music-made-visible/[/url]
Holographic Music
Cymatics, shamanic drums
![](https://cdn.geogebra.org/resource/pnQSt2G4/vLavwXOpTvFqzloC/material-pnQSt2G4.png)
[url=http://www.massey.ac.nz/massey/learning/colleges/college-of-sciences/research/natural-mathematical-sciences/physics-research/musical-vibration-patterns-and-ultra-cold-atoms/musical-vibration-patterns-and-ultra-cold-atoms_home.cfm?stref=666930]http://www.massey.ac.nz/massey/learning/colleges/college-of-sciences/research/natural-mathematical-sciences/physics-research/musical-vibration-patterns-and-ultra-cold-atoms/musical-vibration-patterns-and-ultra-cold-atoms_home.cfm?stref=666930[/url]
![](https://cdn.geogebra.org/resource/yrcvU68w/J3N5755lbDgIEbhV/material-yrcvU68w.png)
[url=http://www.massey.ac.nz/massey/learning/colleges/college-of-sciences/research/natural-mathematical-sciences/physics-research/musical-vibration-patterns-and-ultra-cold-atoms/musical-vibration-patterns-and-ultra-cold-atoms_home.cfm?stref=666930]http://www.massey.ac.nz/massey/learning/colleges/college-of-sciences/research/natural-mathematical-sciences/physics-research/musical-vibration-patterns-and-ultra-cold-atoms/musical-vibration-patterns-and-ultra-cold-atoms_home.cfm?stref=666930[/url]
Querschnittsplotter für 2D Chladni Figuren
Die Gleichung für die Nullstellen der Stehwelle auf einer quadratischen Chladnischen Platte (mit Seitenlänge L) wird durch das folgende gegeben:[br]cos(n pi x / L) cos(m pi y / L) +s*cos(m pi x / L) cos(n pi y / L) = 0,[br]wobei n und m ganze Zahlen sind, s=∓1. [br]Das ist eine Verallgemeinerung "Chladni Plate Mathematics, 2D", Written by Paul Bourke: http://paulbourke.net/geometry/chladni/[br]Zugang zu den ggb files auf: http://www.umtriebe.de/3D_anwendungen.html[br]video: https://www.youtube.com/watch?v=F9fCumuIcbQ
Video: spacial Chladni patterns/ räumliche Chladni Figuren
gallery 1 →Chladni Figuren
Chladni Figuren- 1 2 4, s=1, L=20 39-46
![](https://cdn.geogebra.org/resource/bJIpaOVz/7qsASNcCbHEXVNff/material-bJIpaOVz.png)
Chladni Figuren- 1 2 5, s=1, L=20 44-50
![](https://cdn.geogebra.org/resource/qnorAoKm/ZBUJbPlXTfFYLPMM/material-qnorAoKm.png)
Chladni Figuren- 1 2 6, s=1, L=20 39-44
![](https://cdn.geogebra.org/resource/hIly2t0r/BuR6o0JjG5DJNyY4/material-hIly2t0r.png)
Chladni Figuren- 1 2 6, s=1, L=20 46-50
![](https://cdn.geogebra.org/resource/KfXXjkmk/IStUdOEC1b2VBmSC/material-KfXXjkmk.png)
Chladni Figuren- 1 2 7, s=1, L=20 6-15
![](https://cdn.geogebra.org/resource/Gkut2cTO/7FOQjIYn0NWHNaZV/material-Gkut2cTO.png)
Chladni Figuren- 1 2 7, s=1, L=20 35-39
![](https://cdn.geogebra.org/resource/NVX2HuLr/onGJSsoMNkEXQorE/material-NVX2HuLr.png)
Chladni Figuren- 1 2 8, s=1, L=20 01-15
![](https://cdn.geogebra.org/resource/GNncsHrD/udvLxxT6SvwK8CrW/material-GNncsHrD.png)
Chladni Figuren- 1 2 8, s=1, L=20 29-33
![](https://cdn.geogebra.org/resource/ajPjoZfO/kV7gmIJqCLe1yljU/material-ajPjoZfO.png)
Chladni Figuren- 1 2 9, s=1, L=20 43-50
![](https://cdn.geogebra.org/resource/QxjjoU5L/NFQbVX4oq7uTy77b/material-QxjjoU5L.png)
Chladni Figuren- 1 3 5 i=48-50
![](https://cdn.geogebra.org/resource/xOEfl9AN/wjNoBeGIjKnKutPN/material-xOEfl9AN.png)