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The background art comes from Cherylann1960.

User:Mephistus/Sandbox: Difference between revisions

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Mephistus
Mephistus (talk | contribs) (Replaced content with "https://imgur.com/gallery/UtnlYvV")
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first sandbox lol
https://imgur.com/gallery/UtnlYvV
 
https://imgur.com/gallery/Rw41jyS
 
Sonic lifting strength with one leg (tons of pixel scaling lol)
 
https://www.youtube.com/watch?v=64HMwJulBQ4
 
https://imgur.com/2YbtD0o
 
http://sonic.sega.jp/SonicChannel/character/sonic.html
 
Sonic is 100 cm tall or 1 meter tall represented by 50 px
 
Egg Golem cylinder machine part width = 56 px = (56/50) * 1 = 1.12 meters
 
<nowiki>------------------------------------------</nowiki>
 
https://imgur.com/0Jix8TT
 
Machine part width = 47 px = 1.12 meters
 
Face width = 144 px = (144/47) * 1.12 = 3.4314893617 meters
 
https://imgur.com/G12AcRs
 
Face height = 264 px = (264/47) * 1.12 = 6.29106382979 meters
 
Approximation of head volume via volume of an ellipsoid = (4/3)*pi*(6.29106382979/2)*(3.4314893617/2)*(3.4314893617/2) = '''38.7871640992 m^3'''
 
Might be easier to just get the final volume to get to this breakdown part but here's what just the head weighs in at to get an idea of the final weight it will be)   
 
Mass breakdown = 50% rock = (38.7871640992/2) * 2600 = 50,423.313329 kg
 
Mass breakdown  = 50% electronic parts
 
Metals = (38.7871640992/2) *.35 * 8050 * .6 = 32,784.8504548 kg
 
Plastics = (38.7871640992/2) *.65 * 910 * .6 = 6,882.7822694 kg
 
Total head mass = 32,784.8504548 + 6,882.7822694 + 50,423.313329 = '''90,090.9460532 kg'''
 
<nowiki>  </nowiki><nowiki>------------------------------------------</nowiki>
 
https://imgur.com/kvsk7bE
 
Machine part width = 47 px = 1.12 meters
 
Arm segment 1 length = 154 px = (154/47) * 1.12 = 3.66978723404 meters
 
https://imgur.com/yDZh93P
 
https://imgur.com/m39Tvye
 
Arm segment 1 length = 124 px = 3.66978723404 meters
 
Arm segment 1 total height = 200 px = (200/124) * 3.66978723404 = 5.91901166781 meters
 
Model as cylinders / domes to account for the weird shapes on the ends 
 
Dome radius 1 = 29 px = (29/124) * 3.66978723404  = 0.85825669183 meters
 
Dome radius 2 = 3.66978723404/2 = 1.83489361702 meters
 
There's two of these domes on the end of this 1 segment so treat it as a full on ellipsoid.
 
Domes volume = (4/3)*pi*(1.83489361702)*(1.83489361702)*(0.85825669183) = 12.1039629994 m^3 
 
Cylinder height = 5.91901166781 - 0.85825669183 = 5.06075497598 meters
 
Cylinder radius = 1.83489361702 meters
 
Cylinder volume = pi*(1.83489361702^2) * 5.06075497598 = 53.5287329199 m^3
 
Arm segment total volume = 12.1039629994 + 53.5287329199 = '''65.6326959193 m^3'''
 
<nowiki> </nowiki>There are two of these entire parts since two arms so multiply final value for this section by 2 to get the volume added to the final number
 
65.6326959193 * 2 = 131.265391839 m^3
 
Mass breakdown = 50% rock = (131.265391839/2) * 2600 = 170,645.009391 kg
 
Mass breakdown  = 50% electronic parts
 
Metals = (131.265391839/2) *.35 * 8050 * .6 = 110952.072452 kg
 
Plastics =  (131.265391839/2) *.65 * 910 * .6 = 23293.0437818 kg
 
Both segments mass = 23293.0437818 + 110952.072452 = '''134,245.116234 kg'''
 
<nowiki>------------------------------------------</nowiki>
 
https://imgur.com/FWJAnkr
 
Model as a ellipsoid / semi ellipsoid 
 
Model body trunk as a a cylinder(?) / elliptical cylinder(?)
 
Model stubby legs as cylinders
 
_______________________________
 
Density of sections and approximating mass breakdown since the thing is part robot and not totally solid rock
 
% of rock of whole volume? = 50% estimate for simplicity
 
Avg Rock density = 2600 kg/m^3
 
Plastics / electronic parts = ~35% of metal (presumably steel weight at worst and its fictional metal lol, density of steel is 8050 kg/m^3), ~65% plastics (case weight)  910 kg/m^3 or so (cite number), general assumption of robot density is that these parts would be 40% hollow at worst estimate so multiply by .6 for 60% not hollow space with end result.

Revision as of 21:32, 14 March 2020