User blog:Edwardtruong2006/Twilight Forest Calcs

Uhhh, this is a tough one. I don't have a reliable speed for Minecraft characters swinging their swords besides Steve's Mach 291 feat. So I'm gonna use both the arrows (100 m/s) and the Hypersonic for an inflated and a realistic.



The orange wool is 23.02 Pixels tall. The entire block is 1 meter.

1/23.02 = 0.0434404865334492 meters per pixel.

I'll treat the sword as a rectangular prism.

The sword's height (blue line) is 124.15 pixels.

0.0434404865334492*124.15 = 5.39313640312771818 meters.

The sword's length (green line) is 31.02 pixels.

0.0434404865334492*31.02 = 1.347523892267594184 meters.

The sword's width is 6.13 pixels.

0.0434404865334492*6.13 = 0.266290182450043596 meters.

Now to get the volume.

5.39313640312771818*1.347523892267594184*0.266290182450043596 = 1.93523198806723602601514105997912657199481906260297152 meters cubed.

Since the sword is made out of stone, and stone has a density of 2700 Kg per meters cubed, I'll use that.

1.93523198806723602601514105997912657199481906260297152*2700 = 5225.126367781537270240880861943641744386011469028023104 kilograms.

Now to apply the KE formula.

Low-End:

Ek=0.5*5225.126367781537270240880861943641744386011469028023104*100^2 = 26125631.83890768635120440430971820872193005734514011552 joules, or Wall level

High-End:

The inflated high-end uses calc stacking from the Enderman calc.

Ek=0.5*5225.126367781537270240880861943641744386011469028023104*100000^2 = 26125631838907.68635120440430971820872193005734514011552 joules, 6 kilotons, baseline Town level

That means.... the calc stacking part was actually consistent. Who knew.