Re-Watched this movie a while ago and was as good as I remembered it.
I have been thinking of making this calc for a Wilde since. I have high Hopps for this to be accepted.
Judy runs across a street[]
- Green Line = Nick = 423 px = 1.2 meters (4 ft tall)
- Red Line = Judy’s Ear = 105 px = 0.29787234015 meters
- Red Line = Judy’s Ear = 56 px = 0.29787234015 meters
- Blue Line = Line = 965 px = 5.13297871745 meters
- Pink Line = Distance ahead = 133 px = 0.70744680769 meters
Doubling the size of the line (for each side of the street):
- 5.13297871745*2 = 10.2659574349 meters
- 10.2659574349 - 0.70744680769 = 9.55851062721 meters
Going by this, it took 0.2 seconds for Judy to cross the street.
- 9.55851062721/0.2 = 47.792553136 m/s or Subsonic
Nick Lifts a Jumbo Pop[]
- Green Line = Nick = 737 px = 1.2 meters
- Red Line = Stick = 141 px = 0.22957937532 cm
The standard popsicle stick is 1 cm wide
- 0.22957937532/0.01 = 22.957937532x
- 22.957937532^3 = 12100.3688672
Taking this fudgsicle bar as a reference, the average weight of a popsicle is 70 grams
- 70*12100.3688672 = 847025.820704 grams, 847.025820704 kilograms
Using PE:
- PE = mgh
- PE = 847.025820704*9.8*1.2
- PE = 9961.02365148 joules or Street level+
Judy pushes small buildings[]
- Red Line = Judy’s Ear = 243 px = 0.29787234015 meters
- Blue Line = Roof = 341 px = 0.41800192269 meters
- Blue Line = Roof = 247 px = 0.41800192269 meters
- Black Line = Roof = 601 px = 1.01708159747 meters
For the volume, I’ll threat the length and width as the same
There are eight buildings, so:
- 0.17771019986538*8 = 1.42168159892 meters^3
Assuming the building are 80% hollow, they’ll have a volume of 0.28433631978 meters^3. Now:
- 18.18% Cement = 1250 kg/m^3 = 0.05169234293*1250 = 64.6154286625 kg
- 27.27% Sand = 2650 kg/m^3 = 0.0775385144*2650 = 205.47706316 kg
- 54.54% Granite = 2750 kg/m^3 = 0.1550770288*2750 = 426.4618292 kg
- Total Mass = 64.6154286625 + 205.47706316 + 426.4618292 = 696.554321023 kg (Class 1)
Judy Catches a Giant Donut[]
- Red Line = Judy’s Ear = 243 px = 0.29787234015 meters
- Orange Line = Judy’s Ear Width = 122 px = 0.14954907498 meters
- Green Line = Donut diameter = 496 px = 0.60800279664 meters
- Green Line = Donut = 162 px = 0.60800279664 meters
- Yellow Line = Donut Height = 58 px = 0.21768001361 meters
- Black Line = 845 px = Screen Height
- 2atan(tan(70/2 deg)*([object size in pixels]/[screen height in pixels]))
- 2atan(tan(70/2 deg)*(162/845)) = 0.266886421 rad or 15.2914655 degrees
- Distance = 2.2646 meters
It took the donut 0.8 seconds to cross that distance, so:
- 2.2646/0.8 = 2.83075 m/s
- Yellow Line = Donut Height = 379 px = 0.21768001361 meters
- 2atan(tan(70/2 deg)*([object size in pixels]/[screen height in pixels]))
- 2atan(tan(70/2 deg)*(379/845)) = 0.608606492 rad or 34.8705834 degrees
- Distance = 0.34656 meters
- 0.34656/2.83075 = 0.12242691866 seconds
- Orange Line = Judy’s ear (Know it’s blurry, but you can pretty much distinguish that it’s she if you pay the enough attention) = 10 px = 0.14954907498 meters
- Black Line = 845 px = Screen Height
- 2atan(tan(70/2 deg)*([object size in pixels]/[screen height in pixels]))
- 2atan(tan(70/2 deg)*(10/845)) = 0.0165725802 rad or 0.949538901 degrees
- Distance = 9.0509 meters
- 9.0509/0.14954907498 = 60.521270367 m/s or Subsonic
Judy boots Nick’s stroller[]
- Green Line = Nick = 283 px = 1.2 meters
- Red Line = Distance = 168 px = 0.71236749116 meters
Doubling that as Judy went back to place during that time
- 0.71236749116*2 = 1.42473498232 meters
- 1.42473498232/0.013 = 109.59499864 m/s or Subsonic
A Ram dents a steel door[]
- Red Line = Door = 850 px = 91.44 cm (average door width is 36 inches)
- Yellow Line = Dent = 475 px = 51.0988235255 cm
Average door thickness is 1.75 cm.
Taking this as a cylinder:
- V= π*25.5494117628^2*1.75
- V = 3588.80393628 cm
Lowest yield strength of carbon steel is 186 MPa
- 3588.80393628*186 = 667517.532148 joules, 667.517532148 kilojoules or Wall level
Judy kicks a Ram out of a Train[]
- Green Line = Nick = 298 px = 1.2 meters
- Red Line = Ram = 380 px = 1.5302013394 meters
- Red Line = Ram = 176 px = 1.5302013394 meters
- Blue Line = Also Ram = 81 px = 0.70424038899 meters
- Yellow Line = Railing = 81 px = 0.70424038899 meters
- Black Line = 845 px = Screen Height
- 2atan(tan(70/2 deg)*([object size in pixels]/[screen height in pixels]))
- 2atan(tan(70/2 deg)*(81/845)) = 0.134039923 rad or 7.67992187 degrees
- Distance = 5.2461 meters
- Blue Line = Also Ram = 154 px = 0.70424038899 meters
- Yellow Line = Railing = 221 px = 0.70424038899 meters
- 2atan(tan(70/2 deg)*([object size in pixels]/[screen height in pixels]))
- 2atan(tan(70/2 deg)*(154/845)) = 0.253851538 rad or 20.7553055 degrees
- Distance = 2.7593 meters
- 2atan(tan(70/2 deg)*([object size in pixels]/[screen height in pixels]))
- 2atan(tan(70/2 deg)*(221/845)) = 0.362248419 rad or 7.67992187 degrees
- Distance = 1.9228 meters
For the speed of the train, I’ll be using a Metroliner (which travel up to 201 km/h or 55 m/s) as a reference.
- 5.2461 - 1.9228 = 3.3233 meters
- 3.3233/55 = 0.06042363636 seconds
- 5.2461 - 2.7593 = 2.4868 meters
- 2.4868/0.06042363636 = 41.1560798027 m/s
So, the average male Ram topically weights between 58 and 143 kg, the mid end of that is 100.5 kg
- KE = 0.5*M*V^2
- KE = 0.5*100.5*41.1560798027^2
- KE = 85114.6009625 joules, 85.1146009625 kilojoules or Wall level
Results[]
- Judy runs across a street: 47.792553136 m/s or Subsonic
- Nick Lifts a Jumbo Pop: 9961.02365148 joules or Street level+
- Judy Pushes Small Buildings: 696.554321023 kg (Class 1)
- Judy Catches a Giant Donut: 60.521270367 m/s or Subsonic
- Judy boots Nick’s stroller: 109.59499864 m/s or Subsonic
- A Ram dents a steel door: 667517.532148 joules, 667.517532148 kilojoules or Wall level
- Judy kicks a Ram out of a Train: 85114.6009625 joules, 85.1146009625 kilojoules or Wall level