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User:GiverOfThePeace/Loki Bifrost Explosion: Difference between revisions
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Revision as of 07:09, 7 January 2024
Introduction
Porting bifrost calculation from here.
Feat here.
The Entrance
![](/images/thumb/b/b9/00000.m2ts_snapshot_00.16.17.509_-_Copy.png/250px-00000.m2ts_snapshot_00.16.17.509_-_Copy.png)
We'll figure out the width of the dome via the entrance. Much more accurate, the inside portion is skewed too much at severe angles to get any reasonable-enough values.
First up, obviously the entrance.
Thor (Yellow) is 521px (1.905 meters based on his actor Chris Hemsworth's height).
The Bifrost front entrance (Green) is 1851px.
Entrance: 1.905*(1851/521)= 6.76805182342 meters
The Dome
![](/images/thumb/6/65/00000.m2ts_snapshot_01.34.48.133_-_Copy.png/250px-00000.m2ts_snapshot_01.34.48.133_-_Copy.png)
The Entrance (Green) is 46px.
The dome (Red) is 214px.
Dome: 6.76805182342*(214/46): 31.486154135 m
Explosion
![](/images/thumb/b/b6/00000.m2ts_snapshot_01.39.53.605_-_Copy.png/250px-00000.m2ts_snapshot_01.39.53.605_-_Copy.png)
AT LAST, THE FUN PART. BOOM.
DOME. 110PX. RED.
BOOM. 792PX. BLUE.
BOOM: 31.486154135*(792/110)= 226.700309772 m BOOM. Radius is 113.3501549 m.
Ground-based explosion LESSSSSSSSGOOOOOOOOOOOOOO
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)
W = 113.3501549^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2= 117.044731339 tons of TNT (Multi-City Block level)
I don't think I have to tell you why Loki would scale to this in full. He was directly in the epicenter when Thor used his hammer to destroy the Bifrost.