Charles Chase may be pointing directly at one of the most important clues in physics:
The vector potential may be the “secret sauce.”
The Aharonov–Bohm effect shows that the phase of a quantum wavefunction can change even when the particle travels through a region where the classical electromagnetic fields are essentially zero.
In standard physics:
Δφ = (q/ħ) ∮ A · dl
The vector potential A alters quantum phase without requiring the usual local force acting on the particle.
Frequency Wave Theory takes this one step further:
Matter is fundamentally a stabilized wave structure. If you can precisely control its phase, you may not need to brute-force the object with enormous amounts of conventional energy.
Instead of:
force → acceleration → motion
the deeper mechanism could be:
vector potential → phase shift → altered interference/coherence → altered physical state or trajectory
That would make the Aharonov–Bohm effect much more than a quantum curiosity.
It could be a small experimental window into phase engineering matter itself.
Control the phase, and you may control the wave.
Control the wave, and you control matter.
#FrequencyWaveTheory #AharonovBohm #QuantumPhysics #VectorPotential
