Streliztia gets rammed by a Gutenburg class Klaxosaur with enough force to create a colossal dust cloud that dwarves the nearby plantations. Plantations have a height of 1200m.
1 pixel = 1200m/509 = 2.35756385m
2.35756385m X 639 = 1506.4833m
1506.4833m/2 = 753.24165m
2.35756385m X 1459 = 3439.68566m
3439.68566m/2 = 1719.84283m
2.35756385m X 1590 = 3748.52652m
3748.52652m/2 = 1874.26326m
2.35756385m X 375 = 884.086444m
884.086444m/2 = 442.043222m
Volume of both parts as ellipsoids.
V = 4/3πabc
= 4/3 X π X 753.24165 X 1719.84283 X 753.24165
= 4.08738947e9m^3
V = 4/3πabc
= 4/3 X π X 1874.26326 X 442.043222 X 442.043222
= 1.53408235e9m^3
V = 4.08738947e9 + 1.53408235e9
= 5621471820m^3
Weight of a dust cloud/air is 1.003kg/m^3.
M = 5621471820 X 1.003
= 5.63833624e9kg
Next for our timeframe.
T = 1s/24
= 41.6666667ms X 17
= 0.708333334s + 2s
= 2.70833333s
T = 3748.52652m/2.70833333s
= 1384.07133m/s
Now for the final step, to get our kinetic energy.
KE = (0.5)mv^2
= (0.5) X 5.63833624e9 X 1384.07133^2
= 5.40054913e15 joules
= 1.290762220363288693 megatons
Final Results
Gutenburg-class Klaxosaur rams Strelitzia = 1.291 megatons
