we first introduce the concept of a phase-bit based on the fermion-like behavior of phonons in some elastic structures as an analogue of a quantum bit (qubit). The analogy with the notion of spin suggests the possibility of developing quantum information technologies based on superposition of elastic waves....So this is EXACTLY what I was envisioning since fermion is spin 1/2 with noncommutative phase - only as quantum biology meditation (of course). I just wanted to make sure I had my quantum physics right, since I'm mainly self-taught. And apparently I did! Yeah!
So next thing I do is search the author's name in youtube and presto - he's a professor!
"pierre deymier" youtube
By considering media that mix different types of waves, the book addresses the interaction of sound with other physical and biological waves but also brings to light examples of extrinsic processes that can lead to symmetry breaking. The coherent conversion of sound into other types of waves as well as the sound-induced non-conventional topology of elastic, electronic, spin and biological waves are presented in the case of media exhibiting elasto-electronic, photo-elastic, magneto-elastic effects and biological mechano-transduction.So his website
So he has a whole research team publishing data - amazing.
It looks like this 2017 pdf is what he described as his "revolutionary" breakthrough - room temperature macroquantum phonon entanglement using asymmetric time? Let's take a look
So he just got a special grant to build on this revolutionary breakthrough.
Non-reciprocal propagation - to me means asymmetric or noncommutative.
So piezoelectric (microtubules)....
nonlinear, harmonic waves as frequency splitting. Check.
pump phonon controlling frequency shifts of photons.
dielectric or acoustic time-reversal symmetry breaking. Exactly.
Nonlinear effect from phonon pumping producing intermodulation of frequency.
Yep (secret of mantras and japa meditation).
Hold on!!
They just stated the same secret of noncommutative phase!!
Reciprocity of fundamental frequency transmission coefficient (FFTC) is now investigated. Since the geometry is symmetric with respect to its center at f from A to B with two opposite values of v is equivalent to comparing FFTCs from A to B and B to A at f with a single value of v.Now this is the same as me stating the single value of the Perfect Fifth with the center as f as 1 is inverted from A to B (3/2) to B to A (2/3).
And since the decibels are logarithmic in perception then
a highly non-reciprocal FFTC is achieved.Which is to say noncommutative phase:
a single input frequency produces multiple harmonics in the output.
Exactly!!
O.K. anything more recent? I think this is the latest.
O.K. here is one that is (pdf) just the two scientists interviewed in the vid about and authoring the book I linked.
The antisymmetric elastic waves exhibit quantum-like behavior.noncommutative phase as entanglement.
It is important to point out that the interpretation of the Dirac spinor is in terms of forward and backward propagating waves.Indeed.
So that's the magic of nonlinear noncommutative macroquantum phonons!
The superposition of elastic states... is therefore measurable without wave function collapse in contrast to what would be the case for the superposition of states of a true quantum system.
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