Bigger Field, Bigger Particles

Remember the unofficial data,

$\cfrac{m_e}{m_p}=\cfrac{1}{74}$

If,

$a_{\psi\,74}=14.77$

From the post "Sticky Particles Too...Many" dated 24 Jun 2016,

$n\left(\cfrac{a_{\psi\,c}}{a_{\psi\,\pi}}\right)^3=n\left(\cfrac{0.7369}{\pi}\right)^3=1$

$\cfrac{n_1}{n_2}=\left(\cfrac{a_{\psi\,n_1}}{a_{\psi\,n_2}}\right)^3$


$a_{\psi\,85}=15.48$

$a_{\psi\,100}=16.32$

and

$a_{\psi\,166}=19.34$

which are bigger than big particles of $n=77$ when not subjected to high fields (zero field strength).  In high fields, the respective basic particles coalesce into bigger particles, $n\gt77$.

Which unfortunately invalidates, using spectra lines to identify elements.  Only spectra lines emitted under the same field conditions are comparable, because $a_{\psi}$ increases with increasing field strength.

And we walk further into the science fiction...