Difference between revisions of "Talk:3033: Origami Black Hole"
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So, based on some quick math: | So, based on some quick math: | ||
| − | If we take the 10^110 meters of paper needed to complete this many folds, then you | + | If we take the 10^110 meters of paper needed to complete this many folds, then you definitely can easily make a black hole. Generously assuming a 1mm wide strip, this gives us a folded stack of paper 1mm wide, 10^53 meters tall and long. 1 light year is 10^15 meters. So this piece of paper is now 10^38 light years long and wide. I.e. something like 10^27 universes tall and long. |
Using the 70g per square meter number used above, you get 7^105 kg total mass. One solar mass is roughly 2^30 kg. Our paper weighs something like 10^54 times as much as the observable universe. This is very likely enough to reverse the expansion of the universe, and cause the entire observable universe to turn into a black hole. Or would it be a new big bang? I wonder what theoretical physics would say about a universe with 10^54 times as much mass / energy. | Using the 70g per square meter number used above, you get 7^105 kg total mass. One solar mass is roughly 2^30 kg. Our paper weighs something like 10^54 times as much as the observable universe. This is very likely enough to reverse the expansion of the universe, and cause the entire observable universe to turn into a black hole. Or would it be a new big bang? I wonder what theoretical physics would say about a universe with 10^54 times as much mass / energy. | ||
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-Nathan {{unsigned ip|172.68.22.223|08:19, 4 January 2025}} | -Nathan {{unsigned ip|172.68.22.223|08:19, 4 January 2025}} | ||
:Only one rule I'm aware of - always sign your comments with ~ (tilde sign) repeated four times. If you aren't signed in this will timestamp with your IP address, if signed in it will show your username as follows: [[User:Alcatraz ii|Alcatraz ii]] ([[User talk:Alcatraz ii|talk]]) 10:09, 4 January 2025 (UTC) | :Only one rule I'm aware of - always sign your comments with ~ (tilde sign) repeated four times. If you aren't signed in this will timestamp with your IP address, if signed in it will show your username as follows: [[User:Alcatraz ii|Alcatraz ii]] ([[User talk:Alcatraz ii|talk]]) 10:09, 4 January 2025 (UTC) | ||
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| + | I think the closest anyone got to the origami was this guy from Finland, who I felt deserves an honourable mention here. [https://www.youtube.com/watch?v=KuG_CeEZV6w Hydraulic Press Channel] [https://www.youtube.com/watch?v=MYBz7jjPzv8 Hydraulic Press Channel] "Closest" nevertheless still means a long way off. ;) | ||
Revision as of 12:50, 4 January 2025
First post! RadiantRainwing (talk) 19:08, 3 January 2025 (UTC)
- …really? sigh 42.book.addictTalk to me! 02:27, 4 January 2025 (UTC)
- Sorry RadiantRainwing (talk) 03:55, 4 January 2025 (UTC)
All six gross attempts to follow these instructions have ended with the attemptor vanishing into themselves before reaching step 175.172.70.47.105 19:17, 3 January 2025 (UTC)
e162.158.10.131 20:14, 3 January 2025 (UTC)
Should we also add a mention of the /Mythbusters/ doing this? I don't remember the details or I would put it in. MAP (talk) 21:48, 3 January 2025 (UTC)
I started convincing chatgpt to tell me how to fold this origami at https://chatgpt.com/share/67785de4-9a4c-800e-80f5-31d12d999999 before running out of free credits. 172.68.54.157 22:00, 3 January 2025 (UTC)
- Nice 404 error --162.158.90.211 04:25, 4 January 2025 (UTC)
Using rice paper you could easily reach 9 steps by pure hand pressure, although reaching fusion point -at or around 80 steps- would definitely require strong fingers indeed. Black holes clearly cannot exist, because they would require folding Chinese paper more than a red-blooded American can do, and this is not an option. 141.101.68.192 (talk) 22:13, 3 January 2025 (please sign your comments with ~~~~)
The current explanation that it's impossible to create a black hole by folding paper is only right in practical terms. If you manage to keep folding while keeping the same thickness the density of the paper will be far beyond that of a neutron star.--Pere prlpz (talk) 22:42, 3 January 2025 (UTC)
I would be impressed if you did manage to keep folding, since the goal size can be measured in Planck lengths with only six digits. Would you define it as a 'fold' after the entire thing fits inside an electron? (Tangentially, I'm not sure what theory suggests here - can a black hole exist at a scale which makes quantum tunnelling trivial?) 172.68.210.114 (talk) 23:09, 3 January 2025 (please sign your comments with ~~~~)
- I don't think we'll be able to answer that until we unify QM and GR. I don't think we currently have a theory that addresses quantum-sized black holes. Barmar (talk) 23:23, 3 January 2025 (UTC)
This strip loosely follows a routine by Emo Philips in the 1980's where he describes tearing a piece of paper in half repeatedly until it explodes. He didn't give a count though. 172.71.154.140 01:22, 4 January 2025 (UTC)
So, based on some quick math:
If we take the 10^110 meters of paper needed to complete this many folds, then you definitely can easily make a black hole. Generously assuming a 1mm wide strip, this gives us a folded stack of paper 1mm wide, 10^53 meters tall and long. 1 light year is 10^15 meters. So this piece of paper is now 10^38 light years long and wide. I.e. something like 10^27 universes tall and long.
Using the 70g per square meter number used above, you get 7^105 kg total mass. One solar mass is roughly 2^30 kg. Our paper weighs something like 10^54 times as much as the observable universe. This is very likely enough to reverse the expansion of the universe, and cause the entire observable universe to turn into a black hole. Or would it be a new big bang? I wonder what theoretical physics would say about a universe with 10^54 times as much mass / energy.
Also how exact does this comment system work? Is it easier if I just make an account? -Nathan 172.68.22.223 (talk) 08:19, 4 January 2025 (please sign your comments with ~~~~)
- Only one rule I'm aware of - always sign your comments with ~ (tilde sign) repeated four times. If you aren't signed in this will timestamp with your IP address, if signed in it will show your username as follows: Alcatraz ii (talk) 10:09, 4 January 2025 (UTC)
I think the closest anyone got to the origami was this guy from Finland, who I felt deserves an honourable mention here. Hydraulic Press Channel Hydraulic Press Channel "Closest" nevertheless still means a long way off. ;)
