I seriously have no clue on how to validate or invalidate that and I'd honestly rather not touch that until covering everything on this thread (which I would feel definitely on if that was an official calc that could be looked at)
I think I get the picture now.
The formula itself is sound based on DT's work and so are the voltage values and mega-amp value. It's explicitly shown as "MA" with the upper-case letters and not the small ones.
1 mega-ampere is 1 million amperes.
The first part has it in the 15 MA range with the voltage being in the 5398.4V range.
The second one is 5414.9V with no change in the amp value.
The third one is at 11.3 MA with a voltage in the 8440.6V rang.
The fourth one is at the 11.4 MA at the 8511.1V range.
The fifth one is apparently at 8.4 at 10314.4V
And the sixth and final readable one is in the 6.5 MA range with 10376.6V.
You can see all the voltage values
here in all of its glory.
Energy= I * U * t, where I is current in amperes, U is voltage in Volts, and t is time in seconds. Usually we're supposed to take 1 second for stuff like this since any additional second endured is basically endurance at that point. 2 seconds wouldn't exactly be sound for much.
Energy 1= 15000000 * 5398.4 * 1= 8.0976e+10 J or 19.353728489484 tons of TNT (8-B)
Energy 2= 15000000 * 5414.9 * 1= 8.12235e+10 J or 19.412882409178 tons of TNT (8-B)
Energy 3= 11300000 * 8440.6 * 1= 9.537878e+10 J or 22.796075525813 tons of TNT (8-B)
Energy 4= 11400000 * 8511.1 * 1= 9.702654e+10 J or 23.189899617591 tons of TNT (8-B)
Energy 5= 8400000 * 10314.4 * 1= 8.664096e+10 J or 20.707686424474 tons of TNT (8-B)
Final Energy 6= 6500000 * 10376.6 * 1= 6.74479e+10 J or 16.12043499044 tons of TNT (8-B)
Ah yes, the
Santa Maria Formosa.