Alpha Institute for Advanced Studies

In a message dated 26/09/2012 09:16:09 GMT Daylight Time, writes:

Doug, The problem is that the model contains only one particle and a barrier. The “target particle” is only described by the barrier but not by its mass. The radius of the nucleus grows only slightly with the nucleon number so there is no real target dependence. It would proabably better to find a combination of particle tunneling with the new ECE scattering methodology.

Horst

Sent: Wed, Sep 26, 2012 2:39 am
Subject: Re: Fwd: Transmission plots, E dependence

I believe so. I will do it tomorrow.

Would it worthwhile to solve

Nia + p→Cu a+1 + MeV

or

2 6C12 + 2 8O16 →→26Fe56

or something similar with the model.

Doug

:

Doug, your picture looks good. For the paper it would be helpful to add an axis description (letters T, a, E). Can you add this to Mathematica?

Horst

Am EMyrone

These are excellent graphics from co author Dr Douglas Lindstrom to add to those by co author Dr Horst Eckardt. It would be most important to use these graphics to find the optimal m, a, V sub 0 and E for maximum transmission in the non relativistic limit. It is important to find the condiutions under which an atomic mass can quantum tunnel optimally (T goes to one). The important finding is that relativistic velocities inhbit quantum tunnelling. It is known that atoms can quantum tunnel from the dissertation just quoted.