The Feat
The watchframebyframe
Not a bad speed feat for the seemingly archaic tech *shrugs*
Legna = 307 pixels
Tower Width = 716 pixels
Tower Width/Legna = 2.332
Legna = 25.4 meters (comparable in size to Angelus)
Tower Width = 59.233 meters
Cool
Now, organization for this is kind of annoying, but bear with me as I explain shit
The travel distance I'm working with begins at this point here. Here, you'll notice the tower looks like a fucking afterimage as it travels. I want you to focus on the right most of the pair of afterimages as that is the genuine tower. Upon reaching this time point here the cannonball has traveled the distance I'll be using to measure its speed as it is an image in which an entire afterimage of the tower has been past by the cannonball thus clearing the entire width of the tower's distance.
That being said, I first need to find the distance the cannonball traveled during the slowed down portion of the cinematic.
After all, there's a clear disparity between the portion where the cannonball is fired from the cannon and when we take the cannonball's perspective while it travels towards Legna
So, from here to here I'll derive a distance the cannonball has traveled and use the time between here and here to get an additional distance the cannonball traveled offscreen before it reached the first frame of the cannonball POV here. Having derived that I'll subtract that distance from the green line measured distance of the first image behind the spoiler tag.
So, math and all that fun shit now
Image 1
Tower Width = 101 pixels
Wall = 10 pixels
Distance = 924 pixels
Distance/Tower Width = 9.149
Wall/Tower Width = 0.099
Distance = 541.923 meters
Wall = 5.864 meters
Images 2-4
Wall (Image 2) = 140 pixels
Cannonball Diameter (Image 2) = 96 pixels
Distance 1 (Image 3) = 80 pixels
Distance 2 (Image 4) = 530 pixels
Distance 2 - Distance = Total Distance = 450 pixel
Cannonball Diameter/Wall = 0.686
Total Distance/Wall = 3.214
Cannonball Diameter = 4.023 meters
Kind of large, but they look pretty damn huge in game anyway given the respective Dragons being shot at are also pretty damn big *shrugs*
Sphere Diameter = (4/3)PIr^3
Cannonball Volume = 34.074 m^3
Iron Density = 7,900 kg/m^3
Cannonball Mass = 269,184.6 kilograms
Total Distance = 18.847 meters
Time Frame = 0.1 seconds (here to here)
Speed of Slowed Down Portion of Cinematic = 188.47 m/s
Time Post Distance = 0.87 seconds (here to here)
Distance Further Traveled = 163.969 meters
Which brings us back to Image 1's distance
Total Distance = 541.923 - 163.969 = 377.954 meters
Which was traveled over a time frame of
Time Frame = 0.12 seconds (here to here)
Cannonball Speed = 3,149.617 m/s or mach 9.256
These are things both in game and in cinematics that Angelus and Legna dance around
KE = 0.5mv^2
m = Cannonball Mass
v = Cannonball Speed
Cannonball Yield = 1,335,167,358,733 joules or 319.113 tons
Because why not derive it when 2nd Form Legna was struck by it and more or less fine *shrugs*
The watchframebyframe
Not a bad speed feat for the seemingly archaic tech *shrugs*
Legna = 307 pixels
Tower Width = 716 pixels
Tower Width/Legna = 2.332
Legna = 25.4 meters (comparable in size to Angelus)
Tower Width = 59.233 meters
Cool
Now, organization for this is kind of annoying, but bear with me as I explain shit
The travel distance I'm working with begins at this point here. Here, you'll notice the tower looks like a fucking afterimage as it travels. I want you to focus on the right most of the pair of afterimages as that is the genuine tower. Upon reaching this time point here the cannonball has traveled the distance I'll be using to measure its speed as it is an image in which an entire afterimage of the tower has been past by the cannonball thus clearing the entire width of the tower's distance.
That being said, I first need to find the distance the cannonball traveled during the slowed down portion of the cinematic.
After all, there's a clear disparity between the portion where the cannonball is fired from the cannon and when we take the cannonball's perspective while it travels towards Legna
So, from here to here I'll derive a distance the cannonball has traveled and use the time between here and here to get an additional distance the cannonball traveled offscreen before it reached the first frame of the cannonball POV here. Having derived that I'll subtract that distance from the green line measured distance of the first image behind the spoiler tag.
So, math and all that fun shit now
Image 1
Tower Width = 101 pixels
Wall = 10 pixels
Distance = 924 pixels
Distance/Tower Width = 9.149
Wall/Tower Width = 0.099
Distance = 541.923 meters
Wall = 5.864 meters
Images 2-4
Wall (Image 2) = 140 pixels
Cannonball Diameter (Image 2) = 96 pixels
Distance 1 (Image 3) = 80 pixels
Distance 2 (Image 4) = 530 pixels
Distance 2 - Distance = Total Distance = 450 pixel
Cannonball Diameter/Wall = 0.686
Total Distance/Wall = 3.214
Cannonball Diameter = 4.023 meters
Kind of large, but they look pretty damn huge in game anyway given the respective Dragons being shot at are also pretty damn big *shrugs*
Sphere Diameter = (4/3)PIr^3
Cannonball Volume = 34.074 m^3
Iron Density = 7,900 kg/m^3
Cannonball Mass = 269,184.6 kilograms
Total Distance = 18.847 meters
Time Frame = 0.1 seconds (here to here)
Speed of Slowed Down Portion of Cinematic = 188.47 m/s
Time Post Distance = 0.87 seconds (here to here)
Distance Further Traveled = 163.969 meters
Which brings us back to Image 1's distance
Total Distance = 541.923 - 163.969 = 377.954 meters
Which was traveled over a time frame of
Time Frame = 0.12 seconds (here to here)
Cannonball Speed = 3,149.617 m/s or mach 9.256
These are things both in game and in cinematics that Angelus and Legna dance around
KE = 0.5mv^2
m = Cannonball Mass
v = Cannonball Speed
Cannonball Yield = 1,335,167,358,733 joules or 319.113 tons
Because why not derive it when 2nd Form Legna was struck by it and more or less fine *shrugs*
Final Tally
Cannonball Speed = 3,149.617 m/s
Cannonball Yield = 319.113 tons
