Introduction[]
Meliodas cuts a mountain. As simple as that.
Basic values and scaling[]
The tree seems to be a dogwood and they generally have a height of 20 feet
Tree's height = 6.096 m
Tree's height = 22 px
Split's height = 303 px
Split's height = 83.958 m
Split's width = 40 px
Split's width = 11.08 m
Split's width at the end = 4 px
Split's width at the beginning = 140 px
Panel's width = 565 px
Angsize to both the beginning and the end
Distance to the beginning = 31.94 m
Distance to the end = 1117.928 m
Split's distance = distance to the end - distance to the beginning
Split's distance = 1085.98 m
Calculation[]
Volume of the split = half of an elliptic cylinder = Pi*a*b*h/2
h = 11.08 m
a = height of the split = 83.958 m
b = split's distance/2 = 542.9937
Volume = 793710.044 m^3
Pulverization value = 214.35 joule/cc
Energy = 170131748136975.82 joules or 40.662 kilotons (Town)
Conclusion[]
Meliodas splits a mountain = 40.662 kilotons (Town)