Some background on NIF -
https://lasers.llnl.gov/content/assets/docs/for-users/nif-user-guide.pdf
See page 29
ff.
"The NIF 192-beam neodymium glass laser is capable of delivering up to 1.8 MJ of total energy and up to 500 TW of peak power at the third harmonic (351 nm, commonly referred to as “3ω”) of the fundamental 1.053 nm Nd:YLF frequency (“1ω”). Since its completion in 2009, the delivered energy and peak power have steadily increased to the peak values . . . "
In order to obtain 2.05 MJ, the power into the laser system would have to be about 570 MJ, assuming a linear scale. Perhaps the input can be reduced if the system is more efficient.
In the recent experiment, the 2.05 MJ input to the hohlraum resulted in an output of 3.15 MJ, or a get gain of 1.1 MJ as compare to the 500-570 MJ input for the laser system.
In the press release, important details are absent, even though there is a statement "Following the press conference, a technical panel of National Ignition Facility (NIF) scientists convened to discuss details of the achievement". There is no mention of the laser energy input, or the size/mass of the target.
https://www.llnl.gov/news/shot-ages...led-one-most-impressive-scientific-feats-21st
Most publications do not contain details other than "The successful experiment and fusion reaction input 2.05 MJ and released 3.15 MJ of energy, a higher threshold achieved than earlier indicated.*"
https://www.photonics.com/Articles/US_Department_of_Energy_Details_Net_Energy_Gain/a68586
APS get a little closer -
https://physics.aps.org/articles/v15/195
"One of the main obstacles to commercialization is the overall efficiency of the process. Each firing of the lasers requires 300 MJ of electricity, meaning that the fusion reactions are operating at a net loss of 99% of the initial energy input."
But important details are lacking.
In the previous record shot, the experiment used ~477 MJ of electrical energy to get ~1.8 MJ of energy into the target to create ~1.3 MJ of fusion energy, according to a Wikipedia article, but I have not been able to verify the 477 MJ. Linearly extrapolating to 500 MJ from 477 MJ would imply 500/477*1.8 MJ = 1.88 MJ. Or alternatively based on 477 MJ to obtain 1.8 MJ on the target, one would need 543 MJ to obtain 2.05 MJ, which is better than 570 MJ, but still way more than 1.1 MJ net generation.An this is one shot, not multiple shots 1 sec apart. There is no heat transfer, no electrical production.
What did the holder look like after the ignition? How often would a holder be replaced? Presumbly the holder in a power reactor would also conduct useful heat to some system to generate electricity - or perhaps we use process heat. A lot of neutrons irradiating the holder. How would they produce more T fuel from the neutrons from the reaction?
How would one scale the experimental hohlraum by a factor of 1000: e.g., 1000 * 1.1 MJ = 1100 MJ, or by 3000 to obtain 3300 MJ of useful energy, meanwhile not scaling the laser system by 1000?
On the other hand, the shot generated 1.1 MJ, as opposed to a commercial PWR that generates 1100-1250 MJ/s of electricity from 3400-3800 MJ/s of thermal energy.
Another reference of earlier experiments
https://www.osti.gov/pages/servlets/purl/1184519