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"In 2005, French physicist Yves Couder and colleagues built a model pilot wave system in the lab. They discovered that if they took a shallow bath of silicon oil and shook it up and down at the right speed, they could add another droplet of oil to the surface and it would “walk” along it. When the droplet hits the surface of the bath, it bounces off, creating ripples. The ripples mean that the droplet, when it lands again, encounters a slightly tilted surface that pushes it off in one direction or another. In this way, the droplet moves over the surface of the oil, creating a “pilot wave” that directs its own future motion.
While the motion of the droplet appears chaotic in the short term, over time complex patterns appear that correspond to the probability densities that are the currency of quantum theory. This set-up has since been used to demonstrate analogues of quantum behaviour including the double-slit experiment, the orbits of electrons in atoms, and tunnelling through seemingly impenetrable barriers."
originally posted by: Deluxe
This is an interesting article that came out in December, 2017.
It revisits the pilot wave interpretation of Quantum Mechanics using drops of silicon oil in a silicon oil pool.
cosmosmagazine.com...
From the article
"In 2005, French physicist Yves Couder and colleagues built a model pilot wave system in the lab. They discovered that if they took a shallow bath of silicon oil and shook it up and down at the right speed, they could add another droplet of oil to the surface and it would “walk” along it. When the droplet hits the surface of the bath, it bounces off, creating ripples. The ripples mean that the droplet, when it lands again, encounters a slightly tilted surface that pushes it off in one direction or another. In this way, the droplet moves over the surface of the oil, creating a “pilot wave” that directs its own future motion.
While the motion of the droplet appears chaotic in the short term, over time complex patterns appear that correspond to the probability densities that are the currency of quantum theory. This set-up has since been used to demonstrate analogues of quantum behaviour including the double-slit experiment, the orbits of electrons in atoms, and tunnelling through seemingly impenetrable barriers."
So they are removing the need for probability densities. The particles do in fact have exact positions and velocities but appear not to because of the pilot wave effect in the pool of silicon oil.
Even more exciting is they demonstrated analogues to the double-slit experiment, electron orbits in atoms, and electron tunnelling.
Now they don't claim this can replace the current mathematical formalism of Quantum Mechanics but it's pretty intriguing stuff to think about.
IMHO this is how the Universe works....it all began akin to a single drop of water falling on a static surface......and WE are riding a Pilot Wave.
Yes this was a popular subject back in 2012, when that video and several others were made.
originally posted by: TEOTWAWKIAIFF
This story keeps popping up from time to time. Hum? Pay to play?
MIT (2012) - The pilot-wave dynamics of walking droplets
You're welcome.
originally posted by: Deluxe
a reply to: Arbitrageur
Thanks for posting the fantastic video.
Exactly!
It is nice to see classical analogues to quantum mechanics even though that might not be what is really happening in the quantum realm.
Yes, all observational evidence is consistent with the Pilot wave and the Copenhagen interpretation and some other interpretations. If not those would have been ruled out.
If this pilot theory were true would Heisenberg's Uncertainty Principle still be valid?
As shown in the video, from the wave function we can extract a probability density of where we expect to observe the particle after it passes through the double slit and strikes the screen. Beyond that probability density, it seems a little fuzzy what it actually is as you said.
And of course there is always the question of what the actual waves are made of.
It's a long video but it contains some fascinating insights.
After showing how a double-minimum potential generates one-dimensional bonding, Professor McBride moves on to multi-dimensional wave functions. Solving Schrödinger's three-dimensional differential equation might have been daunting, but it was not, because the necessary formulas had been worked out more than a century earlier in connection with acoustics. Acoustical "Chladni" figures show how nodal patterns relate to frequencies. The analogy is pursued by studying the form of wave functions for "hydrogen-like" one-electron atoms. Removing normalizing constants from the formulas for familiar orbitals reveals the underlying simplicity of their shapes.
originally posted by: Deluxe
a reply to: AdKiller
Particles are magnetic knots clapping into their selves?
Can you provide some background on that.
As for the Simulation Hypothesis that is another topic. We aren't discussing that here.