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  • in reply to: LPP yields exceed NIF! #10310
    markus7
    Participant

    jamesr wrote: Although interesting, the whole neutrons per Joule of input energy is pretty meaningless really for NIF unless they reach ignition at the centre of the pellet and have a burn wave that fuses enough of it before it blows itself apart.

    Jamesr, so an NIF supporter might argue that while neutrons per joule are low now, an initially ‘small’ incremental increase in neutrons that triggers ignition at the center of the pellet will increase neutrons/per input joule by many orders of magnitude? That is, the NIF can expect low yields until they achieve ignition, which will provide a step function to high yields.

    In contrast, the DPF will not show such a strong discontinuity in approaching a practical level of output energy to input energy?

    EDIT at 4:39

    I did not see your #3 post above before posting this. In light of your second post, what do you think about the relative linearity we should expect in DPF devices since they do not depend on ‘ignition’ in the same way.

    markus7
    Participant

    The LPP website has provided some answers to my question.

    The highest quoted experimental fusion yield/gross input energy I saw quoted on the website was 0.067% from, as I understand it, several years ago. (This is not my ‘compression efficiency’ number, but close enough.)

    However, LPP’s paper “Theory and experimental program for p-B11Fusion with the Dense Plasma Focus” explains why this low experimental number is not surprising.

    http://lawrencevilleplasmaphysics.com/images/stories/theory_and_experimental_program_for_focus_fusion__lpp_jan2011.pdf

    As most readers here probably already know, it describes the device as exploiting a series of four “natural instabilities in the plasma, with each instability further concentrating the plasma and the magnetic field produced by the currents running through the plasma” into the plasmoid.

    So optimizing the efficiency of the compression process requires the optimization of these four natural instabilities in sequence, where the efficiency of each is dependent on the plasma’s characteristics produced by the action of the previous instability.

    This is an immense solution space with, based on the instability of plasmas, I expect superficially chaotic solution volumes.

    I can now see how it is possible, even after 40 years, that recent advances and insights and the resulting improved simulations can reveal new ways to optimize the compression process in such a deceptively simple device.

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