Eureka Seven calc archive

[Stocking Anarchy]

It may seem like pretty lights, but don't mess with Eureka Seven if you know what's good for you.

1:23

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The effects of the Seven Swell can be seen below.

7:50

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We can scale from the LFOs. Going with the average height of 1.77m.

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175 pixels = 1.77m
1 pixel = 1.77m/175 = 0.0101142857m
0.0101142857m X 674 = 6.81702856m

Now onto the Seven Swells flower effect.

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6 pixels = 6.81702856m
1 pixel = 6.81702856m/6 = 1.13617143m
1.13617143m X 702 = m

The depth of the ground is a bit hard to see, but it destroys even the canyons. Thankfully we have some nice scaling from the episode before hand (this'll also be a handy scale for any future Eureka 7 calcs I decide to make).

14:55

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Standard door is 2m tall.

65 pixels = 2m
1 pixel = 2m/65 = 0.0307692308m
0.0307692308m X 468 = 14.4m
0.0307692308m X 232 = 7.13846155m
0.0307692308m X 490 = 15.0769231m
0.0307692308m X 47 = 1.44615385m
0.0307692308m X 61 = 1.87692308m

We can scale from Nirvash's head to the window.

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125 pixels = 1.44615385m
1 pixel = 1.44615385m/125 = 0.0115692308m
0.0115692308m X 198 = 2.2907077m

Now to scale the windows to the shed...

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21 pixels = 2.2907077m
1 pixel = 2.2907077m/21 = 0.109081319m
0.109081319m X 234 = 25.5250286m

...and the shed to the surrounding landscape.

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45 pixels = 25.5250286m
1 pixel = 25.5250286m/45 = 0.567222858m
0.567222858m X 130 = 73.7389715m

It's much deeper than that, but I can't find a point to scale off, so I'll just go with the above for now. Calcing it as a cylinder (as seen in the first gif, the Seven Swell rings smash into the ground). Also as the ground is completely reshaped, I'm going with pulverization.

V = πr2h
= π X 797.592344^2 X 73.7389715
= 147369938m^3

E = 147369938 X 240000000
= 3.53687851e16 joules
= 8.4533425191204596416 megatons

Alternatively, the height of LFOs are put as "more than 10m."

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(Relevant text)

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LFO
It is a huge humanoid mobile machine with a total height of more than 10m, and its official name is Light Finding Operation. A humanoid object called an archetype excavated from the ground is used as a movable skeleton, and machinery and armour are attached to enable human control. In addition to being able to fly in the air using a rift board type flight unit, there are many aircraft that can be transformed into the beagle mode, which is a ground travelling form.

While 15.077m is technically above 10m, it's always alright to also go with a low end. Scaling the height of the Barn and the surrounding cliffs based off the above scans...

490 pixels = 10m
1 pixel = 10m/480 = 0.0208333333m
0.0208333333m X 468 = 9.74999998m
0.0208333333m X 232 = 4.83333333m
0.0208333333m X 47 = 0.979166665m
0.0208333333m X 61 = 1.27083333m

Next to the window...

125 pixels = 0.979166665m
1 pixel = 0.979166665m/125 = 0.00783333332m
0.00783333332m X 198 = 1.55100m

The window to the shed...

21 pixels = 1.55100m
1 pixel = 1.55100m/21 = 0.0738571429m
0.0738571429m X 234 = 17.2825714m

And the shed to the surrounding cliffs.

45 pixels = 17.2825714m
1 pixel = 17.2825714m/45 = 0.384057142m
0.384057142m X 130 = 49.9274285m

Once again, let's find our volume and energy.

V = πr2h
= π X 797.592344^2 X 49.9274285
= 99781728.8m^3

E = 99781728.8 X 240000000
= 2.39476149e16 joules
= 5.7236173279158704119 megatons

Final Results
Nirvash Type-Zero's height (low end ) = 10m
Nirvash Type-Zero's height (high end) = 15.077m
The Seven Swell (low end) = 5.724 megatons
The Seven Swell (high end) = 8.453 megatons

 

[Stocking Anarchy]

Unfortunately, the images for the original calc have been lost. As this is a relatively easy calc, and brings some satisfying results, let's have a go at redoing this.

1. Coralian manifests

Spoiler

A Kute-class Coralian manifests as a colossal sphere of clouds. First of all, why not find the energy for it to condense the vapor into water droplets?

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object degree size = 2*atan(Object_Size/(Panel_Height/tan(70/2)))

= 2*atan(3081/(1577/tan(70/2)))
= 1.49366392 rad
= 85.580638627178516

The angscaler gives us a diameter of 55.542km, and a radius of 27.77100km, or 27771.00m. The volumes as a sphere, obviously.

V = 4/3πr^3
= 4/3 X π X 27771.00^3
= 8.97146082e13m^3

Density of a cumulus cloud is around 0.5 grams/m^3.

M = 8.97146082e13 X 0.5
= 4.48573041e13g

Condensation of water vapour to liquid is 2260 joules/gram.

E = 4.48573041e13 X 2260
= 1.01377507e17 joules
= 24.229805688336519154 megatons

2. The Coralian collapses



The Kute-class Coralian collapses in on itself and explodes, with Nirvash Type-Zero and Nirvash Type-THEEND both surviving this at ground zero. Mass of air is 1.003kg/m^3.

M = 8.97146082e13 X 1.003
= 8.9983752e13kg

With our size and our mass, let's get our timeframe.

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528 pixels = 55.542km
1 pixel = 55.542km/528 = 0.105193182m

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Timeframe is 2 seconds and 9 frames.

T = 1s/30
= 33.3333333ms X 9
= 0.3s + 2s
= 2.3s

0.105193182m X 44 = 4.62850001km
4.62850001km/2 = 2.31425km
27.77100km - 2.31425km = 25.45675km

T = 25.45675km/2.3
= 11068.1522m/s

Finally, let's find our kinetic energy again.

KE = (0.5)mv^2
= (0.5) X 8.9983752e13 X 11068.1522^2
= 5.51168447e21 joules
= 1.3173242041108985667 teratons

3. Anemone flies around the Coralian



Anemone traverses the Coralian in the span of around a minute, and approaches it in an even faster period of time.

Spoiler

Timeframe is 2 seconds and 6 frames.

T = 33.3333333ms X 6
= 0.2s + 2s
= 2.2s

Next we need our radius.

R = (h/2) + c^2/(8h)
= (46/2) + 312^2/(8 X 46)
= 287.521739 pixels

287.521739 pixels = 27.77100km
1 pixel = 27.77100km/287.521739 = 0.0965874793km
530 + 160 = 690
0.0965874793km X 690 = 66.6453607km

T = 66.6453607km/2.2s
= 30293.3458/340.29
= Mach 89.0221452

Final Results
Kute-class Coralian diameter = 55.542km
Kute-class Coralian manifests = 24.23 megatons
Kute-class Coralian collapses = 1.317 teratons
Anemone circumnavigates the Coralian = Mach 89.022

 

[Stocking Anarchy]

After the Ageha Squads strike, a Kute-class Coralian manifests and Anti-Body Coralians attack. There's a good many calcs here, so let's fly onwards!

1. Kute-class Coralian size (again)

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The Kute-class Coralian is clearly visible from 720km away. Thankfully, this will make the rest of the calcs easy.

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object degree size = 2*atan(Object_Size/(Panel_Height/tan(70/2)))

= 2*atan(145/(1421/tan(70/2)))
= 0.0966216419 rad
= 5.536012290508129041 degrees

Enter that through the angscaler and we get a diameter of 69.622km, or 69622m (which is actually quite close to the first Kute-class we saw).

2. Ferris City Tower height

Each tower is also ridiculously large, and thankfully we have a chance to scale this one. This will be very straightforward.

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345 pixels = 69.622km
1 pixel = 69.622km/345 = 0.201802899km
0.201802899km X 70 = 14.1262029km

That's bigger than Mount Everest. Each tower is an immense technological wonder.

4. Coralian collapses


The Coralian collapses (much like the first one). Once again, volume is obviously as a sphere.

R = 69622m/2
= 34811m

V = 4/3πr^3
= 4/3 X π X 34811^3
= 1.76700634e14m^3

Mass of air is 1.003kg/m^3.

M = 1.76700634e14 X 1.003kg
= 1.77230736e14kg
Let's get our timeframe, but firstly to note that the frame rate is 30 frames a second.

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Now for the timeframe and the scaling...

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326 pixels = 69622m
1 pixel = 69622m/326 = 213.564417m

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Timeframe is 2 seconds and 15 frames.

T = 1s/30
= 33.3333333ms X 15
= 0.5s + 2s
= 2.5s

2 13.564417m X 10 = 2135.64417m
2135.64417m/ 2 = 1067.82209m
34811m - 1067.82209m = 33743.1779m

T = 33743.1779m/2.5s
= 13497.2712m/s

Finally...kinetic energy!

KE = (0.5)mv^2
= (0.5) X 1.77230736e14 X 13497.2712^2
= 1.61436225e22 joules
= 3.858418379541108667 teratons

3. Air Force Planes approach the Coralian


Several Air Force planes approach the Kute-class Coralian at great speeds.

Spoiler

object degree size = 2*atan(Object_Size/(Panel_Height/tan(70/2)))

= 2*atan(332/(492/tan(70/2)))
= 0.618913529 rad
= 35.4611330953356472 degrees

The distance to the Coralian is 108.88km.

Spoiler

Timeframe is 2 seconds and 6 frames.

T = 33.3333333ms X 6
= 0.2s + 2s
= 2.2s

object degree size = 2*atan(Object_Size/(Panel_Height/tan(70/2)))

= 2*atan(372/(492/tan(70/2)))
= 0.688011266 rad
= 39.420141799350418 degrees

The Coralian is now 97.17km away. We can finally get the distance the planes moved, and from their the speed.

L = 108.88km - 97.17km
= 11.71km

T = 11.71km/2.2s
= 5322.72727/340.29
= Mach 15.6417387

Final Results
2nd Kute-class Coralian size = 69.622km
Ferris City Tower height = 14.126km
2nd Kute-class Coralian collapses = 3.858 teratons
Air Force approaches the Coralian = Mach 15.642

 

[Stocking Anarchy]

A pair of Air Force missiles destroy the Thurston Garage. I'm not sure if this was a KLF or a plane, but still, it's impressive. Previously, I put the width of the Thurston Garage windows at between 1.55100m and 2.2907077m.

Spoiler

(Low end)

97 pixels = 1.55100m
1 pixel = 1.55100m/97 = 0.0159896907m

(High end)

97 pixels = 2.2907077m
1 pixel = 2.2907077m/97 = 0.0236155433m

Spoiler

(Low end)
0.0159896907m X 2201 = 35.1933092m
35.1933092m/2 = 17.5966546m

(High end)
0.0236155433m X 2201 = 51.9778108m
51.9778108m/2 = 25.9889054m

We have the radius for our low end and our high end, so let's use the low end and high end nuke calculators! With Nukemap (for fireball radius), we get a low end yield of 15 tons of TNT and a high end yield of 39 tons of TNT (it only goes by divisions of 10 for such low numbers, but by getting the lowest and highest ratings of 20m, those being 0.016 kilotons and 0.55 kilotons we can roughly determine where the middle is). As this was two missiles, we divide the yield by two for our final results (those being 7.5 tons of TNT and 19.5 tons of TNT respectively. Using the MIT nuke calculator (for fireball radius at breakaway for contact surface burst) we get a low end yield of 98 tons of TNT, and a high end yield of 262 tons of TNT; this of course gives us an individual yield of 49 tons of TNT and 131 tons of TNT.

Final Results
Air Force destroys the Thurston Garage (low low end) = 15 tons of TNT
Air Force destroys the Thurston Garage (high low end) = 39 tons of TNT
Air Force destroys the Thurston Garage (low high end) = 98 tons of TNT
Air Force destroys the Thurston Garage (high high end) = 262 tons of TNT
Individual missile yield (low low end) = 7.5 tons of TNT
Individual missile yield (high low end) = 19.5 tons of TNT
Individual missile yield (low high end) = 49 tons of TNT
Individual missile yield (high high end) = 131 tons of TNT

 

[Stocking Anarchy]

I calced this before, but unfortunately, the site hosting the images had a crash. It's one of the best feats in the series though, so it's worth recovering.


Renton & Eureka trigger a Seven Swell, which destroys a mountain and parts the clouds around for miles. There will be a ton of scaling here, so let's get into it.

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The Gekko has a wingspan of 232.12m.

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146 pixels = 232.12m
1 pixel = 232.12m/146 = 1.58986301m
1.58986301m X 457 = 726.567396m

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88 pixels = 726.567396m
1 pixel = 726.567396m/88 = 8.25644768m
8.25644768m X 824 = 6803.31289m

Spoiler

8.25644768m X 938 = 7744.54792m
6803.31289m + 7744.54792m = 14547.8608m
8.25644768m X 39 = 322.00146m
8.25644768m X 232 = 1915.49586m
1915.49586m/2 = 957.74793m

Next we'll need to subtract the height of the part that was blown off, so as to find the length of the area hollowed out, as well as get the bottom length for the area blown off.

Spoiler

8.25644768m X 626 = 5168.53625m
8.25644768m X 571 = 4714.43163m
4714.43163m/2 = 2357.21582m
7744.54792m - 5168.53625m = 2576.01167m
14547.8608m - 2576.01167m = 11971.8491m
938 - 636 = 302 pixels
8.25644768m X 302 = 2493.4472m

Now let's find the diameter (and radius) of the hole in the middle of the mountain.

Spoiler

1227 pixels = 4714.43163m
1 pixel = 4714.43163m/1227 = 3.84224257m
3.84224257m X 767 = 2947.00005m
2947.00005m/2 = 1473.50003m

With all of that in hand, let's finally get the area of the mountain hollowed out (as a cylinder), and the part of the mountain that was blown up (as a conical frustrum and a cone).

V = πr^2h
= π X 1473.50003^2 X 11971.8491
= 2.59933068e10m^3

V = (1/3)π(r^2+rR+R^2)h
= (1/3) X π X (957.74793^2 + 957.74793 X 2357.21582 + 2357.21582^2) X 2493.4472
= 2.27987477e10m^3

V = πr^2h/3
= π X 957.74793^2 X 322.00146/3
= 309306398m^3

V = 2.27987477e10 + 309306398
= 23108054098m^3

For our mass, let's go with a low end of 2.2 tons/m^3 for sandstone (2200kg/m^3).

M = 2.59933068e10 X 2200kg
= 5.7185275e13kg

M = 23108054098 X 2200kg
= 5.0837719e13kg

Spoiler

8.25644768m X 2188 = 18065.1075m

Before we get our timeframe, a reminder that this is 30 frames a second...

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Let's find our timeframe!

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Total timeframe is 4 seconds and 8 frames, while the timeframe of the top part shattering is 2 seconds.

T = 1s/30
= 33.3333333ms X 8
= 0.266666666s + 4s
= 4.26666667s

T = 11971.8491m/4.26666667s
= 2805.90213m/s

T = 18065.1075m/2s
= 9032.55375m/s

KE = (0.5)mv^2
= (0.5) X 5.7185275e13 X 2805.90213^2
= 2.25112316e20 joules

KE = (0.5)mv^2
= (0.5) X 5.0837719e13 X 9032.55375^2
= 2.07384918e21 joules

We're not done yet though; we can also get the energy for the clouds parting. Scaling from the valley the mountains are sitting in.

Spoiler

199 pixels = 11971.8491m
1 pixel = 11971.8491m/99 = 120.927769m
120.927769m X 2180 = 263622.536m
263622.536m/2 = 131811.268m

The thickness as nimbostratus (nimbostratus are dark clouds that usually have a thickness of 6500 to 10,000 feet, or 2000 to 3000m thick, which is an average of 2500m thick), and they don't seem like cumulonimbi, so we'll go with that. Volume as a cylinder.

V = πr^2h
= π X 131811.268^2 X 2500
= 1.36456729e14m^3

Weigh of air is 1.003kg/m^3.

M = 1.36456729e14 X 1.003kg
= 1.36866099e14kg

Spoiler

Timeframe is 9 seconds and 2 frames

T = 33.3333333ms X 2
= 66.6666666ms + 9s
= 9.06666667s

T = 131811.268m/9.06666667s
= 14538.0075m/s

KE = (0.5)mv^2
= (0.5) X 1.36866099e14 X 14538.0075^2
= 3.11467344e21 joules

We finally have all our values...so let's add them together for our final yield!

E = 2.25112316e20 + 2.07384918e21 + 1.44635756e22
= 1.67625371e22 joules
= 4.0063425191204586895 teratons

Final Results
Nirvash Type-Zero destroys a mountain = 4.006 teratons

These results are actually pretty consistent with last time in terms of energy (give or take some), so this bodes well.

 

[Stocking Anarchy]

A giant red anti-body coralian flies into the sky and destroys multiple Air Force planes with a barrage of lasers. Keep in mind that the Air Force planes are huge, and ergo, the anti-body is also huge. It 's hard to scale it in a single image, so I stitched a few images of it together to get a complete picture of it. The end of a standard Air Force command plane's wing is 39.336801m.

Spoiler

160 pixels = 39.336801m
1 pixel = 39.336801m/160 = 0.245855006m
0.245855006m X 2027 = 498.348097m
0.245855006m X 124 = 30.4860207m
30.4860207m/2 = 15.2430104m
0.245855006m X 161 = 39.582656m
0.245855006m X 552 = 135.711963m
135.711963m/2 = 67.8559815m
0.245855006m X 1202 = 295.517717m
295.517717m/2 = 147.758859m
0.245855006m X 167 = 41.057786m
0.245855006m X 466 = 114.568433m
0.245855006m X 299 = 73.5106468m

We'll have to get the thickness of it's body with other scaling, but we can at least get the end of it (I dunno if that's its tail or what). Volume of the end of its body as a cone.

V = πr^2h/3
= π X 15.2430104^2 X 39.582656/3
= 9631.08114m^3

Next for the thickness of its middle section...

Spoiler

118 pixels = 135.711963m
1 pixel = 135.711963m/118 = 1.15010138m
1.15010138m X 46 = 52.9046635m
52.9046635m/2 = 26.4523317m

Volume of its main body as an ellipsoid.

V = 4/3πabc
= 4/3 X π X 147.758859 X 67.8559815 X 26.4523317
= 1110949.29m^3

Unfortunately, I wasn't sure of how to calc the volume of the head, but hopefully the parts left out help balance everything out right.

V = 9631.08114 + 1110949.29
= 110949.29m^3

These things seem to be biological to some degree (they have eyes and teeth, when they're torn apart there's blood), so the weight of flesh seems to be fitting here. The human body on average has a weight of 1010kg/m^3 (plus when the 1246 seconds are up, they turn into salt, which has a similar weight of kg/m^3 to the average human body weight.

M = 110949.29 X 1010kg
= 112058783kg

Let's get the timeframe (and a reminder that this has a 30 frames per second frame rate).

Spoiler

Timeframe is 15 frames.

T = 1s/30
= 33.3333333ms X 15
= 0.5s

T = 498.348097m/0.5s
= 996.696194/340.29
= Mach 2.92896116

With all this in mind, we can finally get kinetic energy.

KE = (0.5)mv^2
= (0.5) X 112058783 X 996.696194^2
= 5.56597826e13 joules
= 13.303007313575526 kilotons

Final Results
Red Anti-Body Coralian length = >498.348m
Red Anti-Body Coralian flies into the sky = >Mach 2.929
Red Anti-Body Coralian's kinetic energy = >13.303 kilotons

Keep in mind it's well behind that command plane too, so the final results would be even higher.

 

[Stocking Anarchy]

Another calc which was unfortunately lost with the PostImage crash, but thankfully it's pretty straightforward so I'll redo here.



Charles Beams in his Spearhead chases after Nirvash Type-Zero but fails to catch up. Nirvash is 14.7m tall and weighs 21.4 tons (or 21400kg).

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Once again, we'll start off with a reminder that the framerate is 30 frames a second...

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...now onto the scaling!

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10 pixels = 14.7m
1 pixel = 14.7m/10 = 1.47m
1.47m X 344 = 505.68m

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Timeframe is 1 frame (with 30 frames a second).

1.47m X 449 = 660.03m
660.03m - 505.68m = 154.35m

T = 1s/30
= 33.3333333ms

T = 154.35m/33.3333333ms
= 4630.5/340.29
= Mach 13.6075112

That's not all though, we can also get the kinetic energy as we have our mass.

KE = (0.5)mv^2
= (0.5) X 21400 X 4630.5^2
= 229424373675 joules
= 54.8337413181166 tons of TNT

Final Results
Spearhead chases Nirvash Type-Zero = Mach 13.608
Kinetic energy of Nirvash = 54.834 tons of TNT

 

[Stocking Anarchy]

Some of the best feats in the series are scaled from the size of Eureka Seven's Earth, so we'll need to make a new calc for the planets size. The diameter of the Earth is 12756.2km.

Spoiler

1096 pixels = 12756.2km
1 pixel = 12756.2km/1096 = 11.6388686km
11.6388686km X 1120 = 13035.5328km
11.6388686km X 14 = 162.94416km

Final Results
Planet size = 13035.533km
Coral Control Center height = 162.944km

 

[Stocking Anarchy]

One of the best feats in the series, so absolutely worth a recalc (the images of the original are unfortunately broken).


THEEND unleashes a Bascude Crisis before Anemone realises that Dominic is there, and the explosion of water reaches the ceiling of the Scub-Coral where Dominic just fell through in seconds. The scub-coral covering the Earth is 162.94416km high (162944.16m). Volume as a hemisphere.

V = 4/3πr^3
= 4/3 X π X 162944.16^3
= 1.81219534e16/2
= 9.0609767e15m^3

For our low end we'll go with sea mist (which would weigh the same as clouds do, that being 1.003kg/m^3)

M = 9.0609767e15 X 1.003kg
= 9.08815963e15kg

As for our high end, we'll use the ocean itself. The depth of the ocean on average is 3688m. Volume as a cylinder.

V = πr^2h
= π X 162944.16^2 X 3688
= 3.07622703e14m^3

Mass of water is 1000kg/m^3.

M = 3.07622703e14 X 1000
= 3.07622703e17kg

With both our low end and high end mass values, let's find our time frame (frame rate is 30 frames a second).

Spoiler

Timeframe is 3 seconds and 26 frames.

T = 1s/30
= 33.3333333ms X 26
= 0.866666666s + 3s
= 3.86666667s

T = 162944.16m/3.86666667s
= 42140.731m/s

Time for our lovely, lovely kinetic energy.

(Low end)

KE = (0.5)mv^2
= (0.5) X 9.08815963e15 X 42140.731^2
= 8.06956419e24 joules
= 1.9286721295411088928 petatons

(High end)

KE = (0.5)mv^2
= (0.5) X 3.07622703e17 X 42140.731^2
= 2.73144536e26 joules
= 65.283110898661576016 petatons

Final Results
Bascude Crisis (low end) = 1.927 petatons
Bascude Crisis (high end) = 65.283 petatons

 

[Stocking Anarchy]

Renton & Eureka have tons of impressive feats, but what about Holland, Tahlo and the rest of Gekkostate? The final battle between Gekkostate and Dewey Novak has some incredible feats. There'll be a lot to cover here, so strap yourselves in...

Spoiler

1. The Ginga bombs Nirvash


The Ginga drops several charges onto Nirvash Type-Zero, which the later survives in a state where it's so weak it can't even stand up properly. Nirvash's antenne is 1.52507676m long.

Spoiler

65 pixels = 1.52507676m
1 pixel = 1.52507676m/65 = 0.0234627194m
0.0234627194m X 228 = 5.34950002m

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28 pixels = 5.34950002m
1 pixel = 5.34950002m/28 = 0.191053572m

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0.191053572m X 877 = 167.553983m
0.191053572m X 602 = 115.01425m
115.01425m/2 = 57.507125m

Volume as a cylinder.

V = πr^2h
= π X 57.507125^2 X 167.553983
= 1740796.24m^3

Weight of air per m^3 is 1.003kg/m^3.

M = 1740796.24 X 1.003kg
= 1746018.63kg

Spoiler

Timeframe is 13 frames.

T = 1s/30
= 33.3333333ms
= 33.3333333ms X 13
= 0.433333333s

T = 167.553983m/0.433333333s
= 386.663038m/s

KE = (0.5)mv^2
= (0.5) X 1746018.63 X 386.663038^2
= 1.30522143e11 joules
= 31.1955408699809 tons of TNT

2. Gekko's laser


The Gekko fires a laserbeam at the Ginga, which blocks it, and one of the smaller beams causes a considerable burst of water. The Ginga has a length of over 1.5km.

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(Relevant text)

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A boarding ship of the Ageha Corps led by Dewey. She is a huge cone-shaped battleship with a total length of more than 1.5km, equipped with many powerful weapons, and has excellent offensive and defensive performance such as a powerful barrier that repells the main gun of the Moonlight. She carries Tye-THEEND and several Monsoono Type VC-10s.

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1633 pixels = 1.5km (1500m)
1 pixel = 1500m/1633 = 0.918554807m
0.918554807m X 67 = 61.5431721m

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78 pixels = 61.5431721m
1 pixel = 61.5431721m/78 = 0.789015027m
0.789015027m X 33 = 26.0374959m
26.0374959m/2 = 13.0187479m
0.789015027m X 106 = 83.6355929m
83.6355929m/2 = 41.8177965m
0.789015027m X 2190 = 1727.94291m
1727.94291m/2 = 863.971455m
0.789015027m X 302 = 238.282538m

Volume of the explosion of water as an ellipsoid (though it's not perfectly accurate, it's a good approximation for a low ball, as there are extra bursts of water beyond that which would make it even higher). The laser splits into 9 beams, so at the end we'll times the result by 9.

V = 4/3πabc
= 4/3 X π X 41.8177965 X 13.0187479 X 13.0187479
= 29688.4954m^3

Mass of water is 1000kg/m^3.

M = 29688.4954 X 1000
= 29688495.4kg

Spoiler

Timeframe is 6 frames.

T = 33.3333333ms X 6
= 0.2s

T = 26.0374959m/0.2s
= 130.187479m/s

KE = (0.5)mv^2
= (0.5) X 29688495.4 X 130.187479^2
= 2.51591884e11 X 9
= 2264326956000 joules

On top of all of this, there's also a complete whiteout, so we can also get luminousity.

M(star) is the apparent magnitude of the light source
m= is the apparent magnitude of the sun (-26.73)
L(star) is the Luminosity
L= Luminosity of the sun (3.486*10^26)
d= Distance to the sun from earth (0.000004731537734207877 parsecs)
d(star)= distance to the light source

As it's a complete whiteout, I think it's safe to use the luminousity of the Sun (that being 100,000 lux). The conversion factor from lux to apparent magnitude is -2.5 log I - 14.2.

L = -2.5 log I - 14.2
= -2.5 log 100,000 - 14.2
= -26.7

Our formula is as follows...

-26.7 = -26.73 - 2.5log((L/3.846*10^26)(146000000000/(25.553))^2)

Let's go through this step by step.

(146000000000/(863.971455))^2) = 2.8556628e16
-26.7 - -26.73 = 2.8556628e16/((L/3.846*10^26)
0.03 = -2.5Log(2.8556628e16/((L/3.846*10^26))
0.03/-2.5 = (2.8556628e16/((L/3.846*10^26))
10^(-0.012) = (2.8556628e16/((L/3.846*10^26))
0.972747224 = (2.8556628e16/((L/3.846*10^26))
0.972747224 X (3.864*10e26) = 2.8556628e16
3.75869527e27/2.8556628e16 = 1.31622518e11 joules

E = 2264326956000 + 1.31622518e11
= 2395949474000 joules
= 572.6456677820267 tons of TNT

3. The Gekko bombards the Ginga


The Gekko bombards the Ginga with a ton of powerful bombs.

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814 pixels = 238.282538m
1 pixel = 238.282538m/814 = 0.292730391m

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0.292730391m X 703 = 205.789465m
205.789465m/2 = 102.894733m

Entering this into nukemap and we get a yield of 1.58 kilotons. Alternatevely, using the MIT nuke calculator (for airburst, as they explode in the air) we get 16.45 kilotons. With our yield in hand, let's times that by the number of missiles.

Spoiler

15 missiles. This means the bombardment has a total energy of 23.7 kilotons for our low end and 246.75 kilotons for our high end.

4. Firepower of the Super Izumo
The Super Izumu has 5 times the firepower of the Gekko.

Spoiler

(Low end)
E = 23.7 kilotons X 5
= 118.5 kilotons

(High end)
E = 246.75 kilotons X 5
= 1.23375 megatons

5. Devilfish vs the Ginga



Holland in the Devilfish rushes the Ginga then bursts into it, then melts a big hole in it.

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680 pixels = 10m
1 pixel = 10m/680 = 0.0147058824m
0.0147058824m X 332 = 4.88235296m

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55 pixels = 4.88235296m
1 pixel = 4.88235296m/55 = 0.0887700538m
0.0887700538m X 9 = 0.798930484m

Spoiler

593 pixels = 238.282538m
1 pixel = 238.282538m/593 = 0.401825528m
0.401825528m X 34 = 13.662068m
13.662068m/2 = 6.831034m
0.401825528m X 1047 = 420.711328m

That shot is missing the tip though, so let's find another shot where we can scale off the tip of the Ginga (this will be important soon).

Spoiler

2203 pixels = 1500m
1 pixel = 1500m/2203 = 0.680889696m
0.680889696m X 738 = 502.496596m
502.496596m + 420.711328m = 923.207924m

We'll come back to that shortly. Volume as a cylinder.

V = πr^2h
= π X 6.831034^2 X 0.798930484
= 117.120188m^3 (117120188cm^3)

The energy to melt steel is 7309.87 joules/cm.

E = 117120188 X 7309.87
= 8.56133349e11 joules
= 204.620781309751 tons of TNT

Let's get the speed while we're at it.

Spoiler

Timeframe is 2 seconds and 3 frames.

T = 33.3333333ms X 3
= 99.9999999ms + 2s
= 2.1s

T = 923.207924m/2.1s
= 439.622821/340.29
= Mach 1.29190638

Final Results
The Ginga bombs Nirvash = 31.196 tons of TNT
The Ginga's length = >1.5km
Gekko attacks the Ginga = 572.646 tons of TNT
The Gekko's individual missiles (low end) = 1.58 kilotons
The Gekko's individual missiles (high end) = 16.45 kilotons
The Gekko bombards the Ginga (low end) = 23.7 kilotons
The Gekko bombards the Ginga (high end) = 246.75 kilotons
Hypothetical firepower of the Super Izumo (low end) = 118.5 kilotons
Hypothetical firepower of the Super Izumo (high end) = 1.234 megatons
The Devilfish melts a hole in the Ginga = 204.621 tons of TNT
The Devilfish rushes the length of the Ginga = Mach 1.292

 

[Stocking Anarchy]

As this is important for other calcs, how long is the Gekko? Thankfully, we have an official measurement for the Gekko (and the Swan); the Swan is 210m long while the Gekko is 250m long.

Psalms of Planets Eureka seveN

Spoiler

Spoiler

769 pixels = 250m
1 pixel = 250m/769 = 0.325097529m
0.325097529m X 714 = 232.119636m
0.325097529m X 1162 = 377.763329m
0.325097529m X 121 = 39.336801m

Final Results
Length of the Swan = 210m
Length of the Gekko = 250m
Wingspan of the Gekko = 232.12m
Wingspan of the Izumo = 377.763m

 

[Stocking Anarchy]

Project Orange is used to drop special tectonic missiles to penetrate the Scub-Coral and summon a Kute-class coralian as a part of the Ageha Plan. This happens several times. We need to find the distance to the planet. The Eureka Seven planet has a diameter of 13035.5328km, or a radius of 6517.7664km.

Spoiler

R = (h/2) + c^2/(8h)
= (102/2) + 2505^2/(8 X 102)
= 7740.98162 pixels

object degree size = 2*atan(Object_Size/(Panel_Height/tan(70/2)))

= 2*atan(7740.98162/(1772/tan(70/2)))
= 2.24147993 rad
= 128.42733985259778 degrees

Enter this into the angscaler and we have a distance of 1574.4km. Now all we need is the timeframe.

Spoiler

Timeframe is 8 seconds and 8 frames (with a frame rate of 30 frames a second).

T = 1s/30
= 33.3333333ms X 8
= 0.266666666s + 8s
= 8.26666667s

T = 1574.4km/8.26666667s
= 190451.613/340.29
= Mach 559.674434

Final Results
Project Orange missiles = Mach 559.674

 

[Stocking Anarchy]

Spoiler

• Overall Height: 14.7m (LFO mode), 2.8m (vehicle mode)
• Weight: 21.4t
• Maximum Output: 4000/ 120~ 150 9PS/bpm
• Maximum Speed: 300 km/h (vehicle mode)
• Seating Capacity: 2 persons

Nirvash Type-Zero Spec-1 in it's vehicle mode can travel at 300km/h (although in mecha mode it can go faster, or at least in sustained bursts). 300km/h is 83.3333333m/s, so that's our calc done for us! But that's not all, we also have the mass of Nirvash (21.4 tons, or 21400kg), so we can also get kinetic energy.

KE = (0.5)mv^2
= (0.5) X 21400 X 83.3333333^2
= 74305555.5 joules
= 0.0177594539914 tons of TNT

But that's not all! We have the values for all of the major LFOs for Gekkostate! Type-R606 has maximum vehicle mode speed of 280km/h (77.7777778m/s), a mass of 21.3 tons (21300kg) and a height of 13.7m (in humanoid form).

Spoiler

• Overall height: 13.7m (LFO mode), 2.6m (vehicle mode)
• Weight: 21.3t
• Maximum Output: 3400/110~140 (PS/bpm)
• Maximum Velocity: 280 km (vechicle mode)
• Seating Capacity: 2 persons

KE = (0.5)mv^2
= (0.5) X 21300 X 77.778^2
= 64426294.1 joules
= 0.01539825384799 tons of TNT

Now onto Type-R808, which has a maximum vehicle mode speed of 260km/h (72.2222222m/s), a height of 14.2m and a mass of 23.1 tons (23100kg).

Spoiler

• Overall Height: 14.2 (LFO mode), 2.7m (vehicle mode)
• Weight: 23.1t
• Maximum Output: 4100/110~130(PS/bpm)
• Maximum Velocity: 260 km (vehicle mode)
• Seating Capacity: 1 person

KE = (0.5)mv^2
= (0.5) X 23100 X 72.2222222^2
= 60245370.3 joules
= 0.01439898907744 tons of TNT

Typ-R909 is 14.2m tall, has a maximum vehicle mode speed of 300km/h (which is the same as Type-Zero) and weighs 23.3 tons (23200kg).

Spoiler

• Overall Height: 14.2m (LFO mode), 2.7m (vehicle mode)
• Weight: 23.3t
• Maximum Output: 3800/110~160 (PS/bpm)
• Maximum Velocity: 300 km (vehicle mode)
• Seating Capacity: 1 person

KE = (0.5)mv^2
= (0.5) X 23300 X 83.3333333^2
= 80902777.7 joules
= 0.01933622793977 tons of TNT

Last but certainly not least, Nirvash Type-Zero Spec-2's vehicle mode has a supersonic flight mode (around 340.29m/s, or mach 1).

Spoiler

KE = (0.5)mv^2
= (0.5) X 21400 X 340.29^2
= 1.23903094e9 joules
= 0.296135501912 tons of TNT

Final Results
Nirvash Type-Zero Spec-1 height = 14.7m
Nirvash Type-Zero Spec-1 vehicle mode speed = 83.333 m/s
Nirvash Type-Zero Spec-1 vehicle mode kinetic energy = 0.018 tons of TNT
Type-R606's height = 13.7m
Type-R606's vehicle mode speed = 77.778m/s
Type-R606's vehicle mode kinetic energy = 0.015 tons of TNT
Type-R808's vehicle mode speed = 72.222m/s
Type-R808's vehicle mode kinetic energy = 0.014 tons of TNT
Type-R909's height = 14.2m
Type-R909's kinetic energy = 0.019 tons of TNT
Nirvash Type-Zero Spec-2 vehicle mode speed = Mach 1
Nirvash Type-Zero Spec-2 vehicle mode kinetic energy = 0.296 tons of TNT

 

[Stocking Anarchy]

Redoing an old calc (as unfortunately the links are gone for the original).


On top of making sonic booms, Nirvash reacts to and dodges lasers from an airforce plane that travel a great distance in a split second. Izumo-class aircraft have a wingspan of 196.624965m.

Spoiler

object degree size = 2*atan(Object_Size/(Panel_Height/tan(70/2)))

= 2*atan(169/(605/tan(70/2)))
= 0.263180046 rad
= 15.0791058878962687 degrees

Enter that into the angscaler and we have a distance of 742.79m.

Spoiler

Timeframe is 11 frames (with a 30 frames per second framerate).

T = 1s/30
= 33.3333333ms X 11
= 0.366666666s

T = 742.79m/0.366666666s
= 2025.79091/340.29
= Mach 5.95313089

Final Results
United Federation Airforce Aircrafts lasers = Mach 5.953

 

[Stocking Anarchy]

Nirvash FINAL (or Nirvash Spec3) fires a beam of love and marks the Moon with Renton & Eurekas names. This will be pretty easy, as the distance to the Moon is 384,400km. However, the beam starts a bit up in space, so we'll have to subtract a bit for that. The new Coral Command Centre is directly above the hole where Oratorio No. 8 destroyed the former Coral Command Center, which is 100k across.

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231 pixels = 100km
1 pixel = 100km/231 = 0.432900433km
0.432900433km X 489 = 211.688312km
0.432900433km X 127 = 54.978355km

T = 384400km - 211.688312km
= 384188.312km

Spoiler

Timeframe is 5 seconds and 13 frames (with a framerate of 30 frames a second).

T = 1s/30
= 33.3333333ms X 13
= 0.433333333s + 5s
= 5.43333333s

T = 384188.312km/5.43333333s
= 70709505.3/299792458 X 100
= 23.5861522% C

Final Results
Love Beam = 23.586% C