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VS Battles Wiki
VS Battles Wiki

Flippy Gets Crushed

Flippy survives being crushed by a Grand Piano

Grand Pianos can weigh anywhere from 226 to 544 kg

Piano starts falling at 10:29:32 and lands at 10:31:16

1.84 seconds to fall

V = GxT

= 9.8 x 1.84

= 18.032 m/s

Low-End:

KE = 1/2M x V^2

= 1/2(226) x 18.032^2

= 113 x 325.15

= 36742.29 Joules, Wall level

High-End:

KE = 1/2M x V^2

= 1/2(544) x 18.032^2

= 272 x 325.15

= 88441.62 Joules, Wall level

As seen immediately after, he doesnt even have a scratch on him from this and was only briefly knocked out

Fliqpy Lifts a Log

Flippylogfeat

Fliqpy is able to lift a large log over his head

We'll use an average of 1.7m for Flippy

1.7 / 245 = 0.0069 m/px

0.0069 x 239 = 1.6491 m

0.0069 x 737 = 5.0853 m

0.0069 x 305 = 2.1045 m

Volume of a Cylinder = πr^2h

= π(0.82455)^2(5.0853)

= 10.86 m^3

Volume of a Cone = πr^2(h/3)

= π(0.82455)^2(2.1045/3)

= 1.5 m^3

Volume of the log = 12.36 m^3

From the scene at 1:02 its likely that the tree Flippy used is of the same species, which has the appearance of oak trees, so we'll use that as our density.

Density of fresh Oak Wood is 900 kg/m^3

12.36 x 900 = 11124 kg

Ropeangle

Since the log is suspended by a rope Flippy doesn't hold the full weight of it. Because of this I need to multiply mass of the log by cosine of angle of the rope. So:

cos = (80/132) = 0.61

11124*0.61 = 6785.64 kg, Class 10

Stronk bear

Flippyfeat7

Now he was also hit by this log on the backswing of it busting a hole through Lumpy's trailer. To calculate durability we need to use KE using speed of the log and mass of the Flippy. Since Flippy weights much less than the log he doesn't take the full force of the collision.

We'll use the average weight for a man, 88.768027 kg

.0069 x 578 px = 3.9882 m

This distance was traveled in .01 seconds, making the speed 398.82 m/s

KE = 1/2M x V^2

= 1/2(88.768027) x 398.82^2

= 7059605 Joules, Wall level

Fliqpy Tanks an Explosion

Flippyfeat3

Survived being in close proximity to Mouse Ka-Boom's explosives

Flippy is 1.7 m

1.7 / 352 = .0048 m/px

.0048 x 503 = 2.4144 m

Flippyfeat3

2.4144 / 20 = 0.12072 m/px

0.12072 x 107 = 12.91704 m

Flippyfeat5

0.12072 x 208 = 25.10976 m

Radius of the explosion = 12.55488 m

W = R^3*((27136*P + 8649)^(1/2)/13568 - 93/13568)^2

W is yield in tons of tnt, R is radius in meters, and P is pressure of the shockwave in bars, the standard overpressure is 20 psi or 1.37895 bars.

W = 12.55488^3*((27136*1.37895 + 8649)^(1/2)/13568 - 93/13568)^2 = .159 Tons, or 6.6526e+8 Joules, Small Building level+

Ah, much better

Fliqpy Tanks Another Explosion

Flippyfeat4
Captureflippy

Survived a crash which destroyed a large log

Flippy is 1.7 m

1.7 / 451 = .0037 m/px

.0037 x 525 = 1.9425 m

1.7 / 175 = .0097 m/px

.0097 x 289 = 2.8033 m

Volume of a Cylinder = πr^2h

= π(0.97125)^2(2.8033)

= 8.3 m^3 = 8.3e+6 cm^3

Since this appears to be either vaporization or Vfrag, we'll use the heat of combustion of wood as a high end and Vfrag as a low end

vfrag of wood is 18.34 j/cm^3

8.3e+6 x 18.34 = 1.52222e+8 Joules, Small Building level

Now for the fun one

1 cord = 3.62456 m^3

8.3e+6 cm^3 = 2.28994 cord

Heat of combustion of oak wood = 24000000 BTU/cord

24000000 x 2.28994 = 54958560 BTU

1 BTU = 1055 Joules

54958560 BTU = 57984350380 Joules, City Block level

Final Tally

Flippy Gets Crushed (Low-End): 36742.29 Joules, Wall level

Fliqpy Gets Crushed (High-End): 88441.62 Joules, Wall level

Fliqpy Lifts a Log: 6785.64 kg, Class 10

Fliqpy gets Hit by Log: 7059605 Joules, Wall level

Fliqpy Tanks an Explosion: 6.6526e+8 Joules, Small Building level+

Fliqpy Tanks Another Explosion (Low-End): 5.727e+8 Joules, Small Building level

Fliqpy Tanks Another Explosion (High-End): 57984350380 Joules, City Block level