In other words, what is actually puzzling me is :
- -Bremsstrahlung is considered the #1 problem.
-Then it is sensible to begin by optimizing fuel mixture for bremsstrahlung.
-In doing so, we seem to have a problem with synchrotron radiation (Fig 3 a,b).
-Now, looking at Figure 2 which is for a 50:50 fuel mixture, we get in the best case a Pfb of 2 and a Pfs of 4 or 5, which leaves but a narrow margin.
One could think of curves optimized for
synchrotron radiation or
sync. rad. + bremsstr. And if it were too difficult with p-11B, we could start with D-3He and dig the moon, or with D-T and cope with neutrons, and why not?
What I am trying to say is that this a highly multidimensional optimization problem (fuel mixture, electron injection energy, virtual anode height, which result from the coils magnetic field, dimensional factors, and so on). Wouldn't it be nice to put together the most influential factors, how they interact with each other and how they influence the global performance of the system ? I do not know if that should take the form of an Excel spreadsheet, a mindmap, a text document...
Not that I am not confident that EMC2 Corp. have a clear view of all these parameters. My point is that it would help educate newbies (like me) and strengthen arguments in favor of the Polywell concept.
I am also very conscious (i) that these studies are 15 year old, (ii) that a lot of work has been done since, (iii) that Polywell physics is complex and therefore its theory is incomplete and evolving.