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LaserPrecision TheRustyOne LaserPrecision wrote on TheRustyOne's profile.
I know this is random, but I noticed a small error regarding your calculation here.
For the radius of the explosion, you divided the width of the screen. However, the explosion reached the PoV from where it originated. To get an accurate radius of the explosion, you'd have to angsize the distance the explosion is from the screen. Fortunately most of the values you already have. So I took the liberty of doing the math here to see what you think. Px scaling is here.
5493.889•1083/[1103•2•tan(70deg/2)] = 3851.91m radius
3851.91^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2 = 4593184.695 Tons | 4.593 Megatons
Not a huge difference obviously. Though it does increase the result a few times.
For the radius of the explosion, you divided the width of the screen. However, the explosion reached the PoV from where it originated. To get an accurate radius of the explosion, you'd have to angsize the distance the explosion is from the screen. Fortunately most of the values you already have. So I took the liberty of doing the math here to see what you think. Px scaling is here.
5493.889•1083/[1103•2•tan(70deg/2)] = 3851.91m radius
3851.91^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2 = 4593184.695 Tons | 4.593 Megatons
Not a huge difference obviously. Though it does increase the result a few times.