Introduction[]
Redoing an old calc of mine. A lot of my old calcs are plagued by laziness and I'll be busy re-doing them for awhile. Oh well. Feat happens in the S6E1 Wake up. The episode is usually complied with S6E2 Escape from the Citadel, in my opinion, one of the best two parters in Adventure Time.
The Calculation[]
I'll be assumign this planet has similar parameters to Earth, so a diameter of 12,742 km. Blue line represents the diameter, white line is the distance traveled/cut and the green line is the height of the vaporized land. First, lets find the speed of the feat.
Speed[]
Low End[]
This end will just be calculating the speed of it cutting the planet Diameter = 516 PX
Distance = 433 PX
516 / 433 = 1.191685912240185
12,742 / 1.191685912240185 = 10692.41472868217 km
Timeframe is roughly 7 frames. Assuming the video is playing in the standard 25 FPS format.
25 / 7 = 3.571428571428571
1 / 3.571428571428571 = 0.28s
10692.41472868217 km / 0.28 seconds = 38,187,195 m/s. 0.12c. Relativistic
High End[]
This end will be the full speed of the beam.
954 / 516 = 1.848837209302326
12,742 * 1.848837209302326 = 23557.88372093024 km
Same timeframe.
23557.88372093024 km / 0.28 seconds = 84,135,299 m/s. 0.28c. Relativistic
Attack Potency[]
Vaporization[]
Back to the old image.
5 pixels represents the amount of land vaporized in the attack. I'm going with vaporization as theirs no debris left from the cut, and the cut area is glowing red, which indicates extreme heat.
516 / 5 = 103.2
12,742 / 103.2 = 123.468992248062 km
Volume: Cylinder.
The white line will serve as the diameter.
10692.41472868217 / 2 = 5346.207364341085 km
Volume = pi × r2 × h
r = Radius
h = Height
pi × 5346.207364341085^2 × 123.468992248062 = 11086625454.4 km^3
Conversion Rate:
1 km^3 = 1000000000 m^3
1 m^3 = 1000000 cm^3
11086625454.4 * 1000000000 = 1.10866254544e+19 m^3
1.10866254544e+19 * 1000000 = 1.1086625e+25 cm^3
1.1086625e+25 * 25700 = 2.8492626e+29 Joules
68 Exatons. Moon level
Scales to the Cidatel Guardians, and thus should be downgraded. I suggest:
At least Moon level (Defeated an unnamed Alien who vaporized a small portion of a planet), possibly Planet level (Could somewhat restrain The Lich)
Kinetic Energy[]
As per Lina's advice.
Diameter of the planet is 514 PX, and the side of the cube is 250 PX.
514 / 250 = 2.056
12,742 / 2.056 = 6197.470817120623 km
Volume = Cube
Volume = s^3
s = Side
6197.470817120623^3 = 238036453594 km^3
238036453594 km^3 = 2.38036453594e+20 m^3
Density of Earth = 5,515.3 kg/m^3
2.38036453594e+20 * 5,515.3 = 1.3128425e+24 kg
5.972e+24 - 1.3128425e+24 = 4.6591575e+24 kg
So, the sections moved 122 PX
514 / 122 = 4.213114754098361
12,742 / 4.213114754098361 = 3024.365758754864 km
Feat happened in approximately 28 frames.
25 Frames = 1 Second
28 / 25 = 1.12s
Each section of the planet moved at roughly the same speed.
3024.365758754864 km / 1.12s = 2,700,326
KE = Mass * 0.5 * Velocity^2
4.6591575e+24 * 0.5 * 2700326^2 = 1.698673e+37 Joules
4,059 Yottatons.
Large Planet level
Final Tally and Power-Scaling[]
Speed: 0.12c to 0.28c (Relativistic)
Whether or not this scales to reactions or not is debatable, but the Guardians were capable of defeating this alien. Consistent with Charlies casual Sub-Rel feat
Vaporization: 68 Exatons (Moon level)
Kinetic Energy: 4,059 Yottatons (Large Planet level)
I think this should be the low end for the "Cosmic tier" in Adventure Time, so Grob Gob Glob Grod, Orgalorg and Grass Sword Finn the Human should be changed to "At least Moon level" instead of "At least Multi-Continent level", with their high ends being unchanged.