If entanglement involves oscillating energy at a particular frequency, \(f_{\psi}\), then to affect the system, the applied changes should also be oscillating at \(f_{\psi}\). Detections of such changes should also be at \(f_{\psi}\).
Unfortunately, the smaller the particle the higher the frequency of \(\psi\), \(f_\psi\) is.
\(E=h.f_{\psi}=2\pi a_{\psi}mc=n.\lambda_{\psi}mc\)
\(f_{\psi}\lambda_{\psi}=c\)
and
\(n=0,1,2...\)
If spectra lines series for hydrogen are due to particles and not electron in orbits, then the corresponding frequencies of the spectra lines are the oscillating frequencies of \(\psi\), indicating the permitted discrete energy levels of that particle.
Except for positive temperature particles in the infra red region, the Paschen series (a speculation still), we have not assigned the particles to all the spectra lines series for hydrogen.
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