(adsbygoogle = window.adsbygoogle || []).push({}); acceleration quantization ??

If [tex] x \Psi (x,t)=x \Psi(x,t) [/tex]

and [tex] p \Psi (x,t)= -i\hbar \partial _{x} \Psi (x,t) [/tex]

then should it be [tex] a \Psi (x,t) = \dot p \Psi (x,t)= \hbar ^{2} \partial _{xt} \Psi (x,t) [/tex] using usual QM

So, the direct quantization of motion equation (constraint) should it read:

[tex] \hbar^{2} \partial _{xt} \Psi (x,t)+ \frac{dV}{dx}\Psi(x,t)=0 [/tex]

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# Acceleration quantization ?

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