This is perhaps the largest creature in One Punch Man. Without taking into account the possible illusions of God. I will look for its length through its width. Its width is equal to the diameter of the hole in the ground. The diameter of this hole, according to my old calculations, is 4701.49019608 meters. But according to Timmy's calculation, its diameter is 22985.47 meters. These will be the high and low ends.
Let's start
Low-End:[]
Its width = 4.70149019608 kilometers.
The angular size of the beginning of the Centipede's body = 2 × atg(tg(70 / 2) × (574.2 / 1 138)) = 38.9169664158 degrees. Through this site, the distance from the frame to the beginning of its body = 6.6536 km.
The angular size of the end of the Centipede's body = 2 × atg(tg(70 / 2) × (35.2 / 1 138)) = 2.48148650525 degrees. Distance from the frame to the end of its body = 108.54 km.
The distance from the beginning of the body to the end in a straight line = 108.54 − 6.6536 = 101.8864 km. But the Centipede is bent. I think when stretched out, his body is 40% longer. Its length = 142.64096 km.
High-End:[]
Timmy's hole is 4.88897541872 times bigger, so the result is 4.8897541872 times bigger (I checked).
Its length is 697.368147143 kilometers.
Mass[]
Low-End:[]
The average length of centipedes is 10 centimeters, and the mass is 0.03 kilograms. Also, with a length of 10 centimeters, their width is approximately 0.8 centimeters. Through the inverse square law, we can find volume and mass. I will assume that the height of centipedes in real life is proportional to their width, like the Sage Centipede.
Mass = ((4 701.49019608 / 0.008)^2 × (142 640.96 / 0.1)) × 0.03 / 1 000 = 1.4779393 × 10^13 tons (Lifting Class P).
High-End:[]
Cube the difference and multiply.
Mass = 4.8897541872 ^ 3 × 1.4779393 × 10 ^ 13 = 1.7278963 × 10^15 tons (Lifting Class E).
PE[]
Low-End:[]
PE = (1.4779393 × 10^16 × 9.8 × 142640.96) / 4184000000000000000000 = 4.93781995608 teraton (Small Country Level+, Low 6-B).
High-End:[]
PE = (1,7278963 × 10^18 × 9.8 × 697368,147143) / 4184000000000000000000000 = 2.82237152094 Petatons (Continent Level+, 6-A).
KE[]
The scene when the Centipede rises is not emphasized as long. For the timeframe for which he rose, I will take 5 seconds.
Low-End:[]
Speed = 142640.96 / 5 = 28 528.192 m/s (Mach 83.9, High Hypersonic+).
KE = 1.4779393 × 10 ^ 16 × 28528.192 ^ 2 × 0.5 / 41840000000000000000000000 = 1.43741914049 Petatons (Continent Level, 6-A).
High-End:[]
Speed = 697 368.147143 / 5 = 139 473.629429 m/s (Mach 410.216557143, Massively Hypersonic).
KE = 1.7278963 × 10^18 × 139473.629429^2 × 0.5 / 4184000000000000000000000000 = 4.01679999616 Exatons (Multi-Continent Level, High 6-A). For comparison, the Mercury level starts from 1 exaton.
The name deceived you, I will not look for the size of the Evil Ocean.
RESULTS[]
- Lifting:
- Low-End = 1.47× 10^13 tons (Lifting Class P).
- High-End = 1.72 × 10^15 tons (Lifting Class E).
- PE:
- Low-End = 4.93 teraton (Small Country Level+, Low 6-B).
- High-End = 2.82 Petatons (Continent Level+, 6-A).
- KE:
- Low-End = 1.43 Petatons (Continent Level, 6-A).
- High-End = 4.01 Exatons (Multi-Continent Level, High 6-A).