Нельзя ли узнать результаты упомянутых экспериментов
А в википедии почитать не пробовали?
[url=http://en.wikipedia.org/wiki/Muon-catalyzed_fusion]Another, and in many ways more serious, problem is the notorious "alpha-sticking" problem mentioned in the previous section, which was recognized by J. D. Jackson in his seminal 1957 paper.[5][28] The α-sticking problem is the approximately 1% probability of the negatively charged muon "sticking" to the doubly positively charged alpha particle "ash" that results from the deuteron-triton nuclear fusion "burning," thereby effectively removing the muon from the muon-catalysis process altogether. Even if muons were absolutely stable, each muon could catalyze, on average, only about 100 d-t muon-catalyzed nuclear fusions before sticking to an alpha particle, which is only about one-fifth the number of d-t muon-catalyzed nuclear fusions needed to produce break-even, where more thermal energy is generated than the electrical energy that is consumed to produce the muons in the first place, according to Jackson's rough 1957 estimate.[5]
More recent measurements seem to point to more encouraging values for the α-sticking probability, finding the α-sticking probability to be about 0.5% (or perhaps even about 0.4% or 0.3%), which could mean as many as about 200 (or perhaps even about 250 or about 333) muon-catalyzed d-t fusions per muon.[29][30] Indeed, the team led by Steven E. Jones achieved 150 d-t fusions per muon (average) at the Los Alamos Meson Physics Facility.[31] Unfortunately, 200 (or 250 or even 333) muon-catalyzed d-t fusions per muon are still not quite enough even to reach "break-even," where as much thermal energy is generated (or output) as the electrical energy that was used up (or input) to make the muon in the first place.[/url]
-- мюон относительно быстро прилипает к гелию и выбывает из реакции, даже гораздо быстрее чем распадается. Эксперименты показывают, что с учётом такого прилипания выход энергии превышающие затраты на создание мюона получить невозможно.
