
One clue may come from a classic undergraduate physics demo, the Chladni pattern. The coffee cup image shows a kind of Chladni pattern, formed by shaking at 20 Hz. I've found similar patterns by dragging a filled styrofoam cup across a smooth surface, setting up a slip-stick motion.


If sand on node lines is too low tech, well, you can always play with lasers. Picart and friends made some kind of fancy laser interferometry/digital holography contraption, which allows the visualization of not just the nodal lines, but also the full 3d deformation of the vibrating structure, time resolved if desired. They applied this to a clarinet reed, with the images seen here. They've also used these to study all kinds of things about clarinet reed motion, which might be very interesting if I could manage to decode their paper. One thing is clear, though. The clarinet is the best studied reed instrument, among other reasons because the reed's natural vibration frequency is very high, which reduces interactions between the reed's resonances and the air column's. The very lowest frequency in the pictures is 1880 Hz, which is about a Bb6, essentially out of the usable range of the clarinet. So yeah, even for the highest notes on the clarinet, the reed should just flap open and closed, without getting all contorted.

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