Beeg Sark AP (TRON)[]
In this scene, the Master Control Program revives Sark and bestows his power to him, making him grow in height, for this calculation we'll be finding Sark's GPE.
Tron's height (White Line): 146px = 1.88m
Sark's height (Red Line): 531px = 6.83753424657534244m
To find Sark's mass I need his height and weight whne he's normal, Sark's actor, David Warner, has a height of 1.88m, and according to this BBC article, the average middle aged man in Britain is 83.6 kg.
Therefore, Sark's mass should be (6.83753424657534244 m/1.88 m) ^3 * 83.6 = 4021.9 kg
GPE = mass (kg)*9.81*height of center of gravity (m) => 4021.9*9.81*6.83753424657534244 = 269773.816 Joules, Wall level
This feat only scales to Sark's giant form and the Master Control Programs AP.
Beck makes a beeg boom (TRON: Uprising)[]
This is a calculation I made a previous blog for but it hadn't been accepted or overlooked yet.
In the first episode of Tron Uprising, main character Beck blows up a giant statue with a single bomb. For the calculation I'll be using the same method as this blog.
Feat here.
Size of Explosion[]
In this first photo I'm using the average height of an adult man to scale the length of the statues shoulders. The average height for an adult man is 5 feet 9 inches, or 1.7 meters (For the images when pixel scaling I used cm but in hindsight I should've used meters, word of advice don't do calcs. when you should be going to sleep), Beck in this image is 220 pixels in height, the statues shoulders are 1176 pixels wide, which would make them 9.08727272727272735 meters in width.
For the second image the only measurement that matters are the shoulders, which from this angle are 72 pixels, therefore 72 pixels should equal 9.08727272727272735 meters.
Moving on to the final image the explosion in width is 395 pixels, which based off 72 pixels being 9.08727272727272735 meters, would make the explosion 49.853787878787879110835858585858585 meters in width, now the fun part.
Calc[]
Using this blog for reference, the equation for calculating the explosions energy is this:
W = R^3*((27136*P+8649)^(1/2)/13568-93/13568)^2, where W is yield in tons of TNT, R is radius in meters and P is pressure in bars (1.37895 bars generally)
For this calc. the radius is 49.853787878787879110835858585858585 m.
W = 49.853787878787879110835858585858585^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2 = 9.9581806324242192833749581809116136033092116864704666406856972271 tons of TNT (Large Building level)
High 8-C Tron LESSGOOOOOOOOOOOOOOOOOOOOOO (it only scales for becks bombs but still)
Tesler and other programs survive the BEEGEST boom (TRON: Uprising)[]
In the third episode of Tron: Uprising, Beck and his friend Cutler are about to be killed by General Tesler and his forces, who are in the massive ship. Luckily they're saved by Tron who blows the ship up with Tesler inside, we'll be calculating the force of this blast. For the calculation I'll be using the same method as this blog once again.
Feat here.
Size of Explosion[]
Using these screenshots I found the radius of the explosion Tesler's ship.
For the length of the Lightboats I used Cutler, who is comparable in height to Beck, to scale the width of the ship. I then used that width to calculate the gap in the middle of Tesler's ship, which I used as reference for the blast radius. In the end I found out the radius of the explosion is 59.68956876074826980784656330688889515101838 meters, onto the calculation.
Explosion Calc.[]
Using this blog for reference, the equation for calculating the explosions energy is this:
W = R^3*((27136*P+8649)^(1/2)/13568-93/13568)^2, where W is yield in tons of TNT, R is radius in meters and P is pressure in bars (1.37895 bars generally)
For this calc. the radius is 59.68956876074826980784656330688889515101838 m.
W = 59.68956876074826980784656330688889515101838^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2 = 17.09 tons of TNT (City Block level)
Now this result seems great however we need to calculate the distance Tesler was from the blast to find his durability.
Distance from Explosion[]
We don't get a very good view of the room Tesler is in when he's on the ship but we can assume based off this screenshot from the episode that the bare minimum distance in pixels he is away from the front window of the room is 1361 pixels.
To find the values for the length I used a screenshot from another episode that showed Beck and Tesler's height difference well, I used Beck's established height to find the length of Tesler's leg, which I then used to find the bare minimum distance from the explosion.
With the values taken into the account, Tesler is bare minimum 3.6844 meters away from the center of the blast, which would mean the amount of energy he tanked actually is...
0.00025958703932171285763 Tons of Tnt or 1.086 Megajoules (Wall level) ...
And just when I thought we were getting 8-C Tron smh...
(I may have done this section of the calc. wrong so feel free to correct me, I'm seriously hoping tanking this blast is actually above Wall level)
Corrections[]
I've realised looking over my calculations that I forgot twice to divide the radius by two so I'll correcting them now.
Beck makes a beeg boom (New Radius)[]
Forgot to divide the radius by 2 when doing this calc. last time so I'm doing it properly this time below:
24.9268939393939395554179292929292925^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2 = 1.24 tons of TNT (Building level)
Tesler survives the BEEGEST boom (New Radius)[]
29.84478438037413490392328165344444757550919^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2 = 2.14 tons of TNT (Large Building level) (thinking about it now this should scale to Trons light boat as it is the direct cause of the explosion)
Tesler survived this explosion from a distance of at least 3.6844 meters so we'll use these values to calculate their durability.
(Also something I've noticed looking over this feat is that using it to scale the lower tier characters such as normal programs and CLUs forces isn't very viable as we don't see them survive the blast, unlike Tesler who we see later on in a life boat unfazed)
Formula: (Explosion yield)/(4*pi*(Distance to epicenter)^2)*(Frontal surface area in m^2)
Calculation: 2.1364407451226647367458067753761329631580701247551110076357820667/(4*pi*3.6844^2)*0.68 (Average human frontal surface area) = 0.0085 tons of TNT (Small Building level)
I guess I must've done the formula wrong last time?
Tallies[]
Beeg Sark AP: 269,773.816 Joules (Wall level)
Beck makes a beeg boom (OUTDATED): 9.958180 tons of TNT (Large Building level)
Tesler and other programs survive the BEEGEST boom (OUTDATED): 1.086 Megajoules (Wall level)
Beck makes a beeg boom (CORRECTED): 1.24 tons of TNT (Building level)
Trons light boat causes the BEEGEST boom: 2.14 tons of TNT (Large Building level)
Tesler survives the BEEGEST boom (CORRECTED): 0.0085 tons of TNT (Small Building level)