Tweet Archive 2021 01
The Mandelbrot set is a churning machine. Its job is to fling off the red pixels and hang onto the green ones.
Audio by @Dorfmandesign
Fri Jan 01 00:15:17 +0000 2021
The Kuramoto-Sivashinsky equation has some fascinating dynamics. I stumbled across this example of it oscillating between square- and hexagonal-packing.
Video: https://www.youtube.com/watch?v=32shO3hRpV0
A paper about KSE: https://doi.org/10.1098/rspa.2014.0932
Thanks for Dan Wills for implementing it in Ready.
Sat Jan 02 02:38:06 +0000 2021
Replying to @rickyreusser
My domain size is only two peaks wide. At that size the alternating behavior starts by itself from random initial conditions, and seems to run indefinitely. (Very occasionally it will get stuck as a square grid.) Is it resonance?
Sat Jan 02 10:02:06 +0000 2021
Replying to @rickyreusser
It does. KSE patterns will be included in the next release of Ready, thanks to Dan Wills. https://github.com/GollyGang/ready (Build it yourself or DM me for a build.)
Sat Jan 02 16:04:57 +0000 2021
RT @simonstalenhag: Just a reminder that if you have Prime you should really watch Tales From The Loop, if you haven’t already. It’s still…
Sat Jan 02 21:16:27 +0000 2021
New Lego sets designed for adults. https://twitter.com/NewElementary/status/1344612273369845762
Sun Jan 03 01:16:30 +0000 2021
Replying to @FlexMonkey
“America is Rome. Of course, why shouldn’t it be? All of Western life and institutions today are traceable to the Romans and their world. We are all Roman children for better or worse.”
https://twitter.com/vermindust/status/1345746471639986179
Sun Jan 03 18:35:26 +0000 2021
Replying to @Ceremona
Yangshuo. I’d love to go there one day! https://www.intrepidtravel.com/adventures/yangshuo-china-guide/
Sun Jan 03 19:04:09 +0000 2021
Replying to @Ceremona
To be precise about this exact frame (I love this sort of game), I think it must be Dashujiao, under Mashan Mountain, Yangshuo County, Guilin, Guangxi, China. :) https://www.google.com/maps/place/Dashujiao,+Yangshuo+County,+Guilin,+Guangxi,+China/@24.9294831,110.4885599,4584a,35y,100.72h/data=!3m1!1e3!4m13!1m7!3m6!1s0x36a5af8abd6a9547:0x9f21771d3205ca00!2sYangshuozhen,+Yangshuo+County,+Guilin,+Guangxi,+China!3b1!8m2!3d24.773759!4d110.495339!3m4!1s0x36a5ad1260d2c9a9:0x11527441b30d4555!8m2!3d24.9236313!4d110.4943675?hl=en-GB
Sun Jan 03 19:48:57 +0000 2021
Replying to @Ceremona
A better search term for visiting is Xianggong Hill, which is where the photo was taken from.
Sun Jan 03 19:59:46 +0000 2021
If you’re trying to remember a song it’s probably this one. https://www.youtube.com/watch?v=2-BRJgtFyMs
Tue Jan 05 00:25:57 +0000 2021
git add -u
Stages only the changed files, not any new ones you might have created.
Is this your most frequent git command? If not, what is?
Wed Jan 06 14:04:00 +0000 2021
RT @politicsofnv: British people might feel shocked and superior but a far-right supporter murdered an MP over here, and his slogan was rep…
Thu Jan 07 04:44:36 +0000 2021
Replying to @zzznah
If the process of how particles arise from continuous fields in Quantum Field Theory related at all to how solitons arise in reaction-diffusion, I wonder?
Tue Jan 12 16:47:31 +0000 2021
https://madeofmistake.com/meaningful-wish By @madeofmistak3
Tue Jan 19 00:52:19 +0000 2021
RT @designboom: hayri atak proposes the striking, sinuous ‘sarcostyle tower’ for the new york skyline https://www.designboom.com/architecture/hayri-atak-sinuous-sarcostyle-tower-new-york-skyline-01-20-2021/ https://t.co/…
Thu Jan 21 13:47:44 +0000 2021
Replying to @jgrahamc
(I wonder if we could make optic cables with air inside a reflective tube, to increase the speed.)
Thu Jan 21 16:22:46 +0000 2021
RT @StudyMaths: Occupying my mind with random thoughts…why is this not a thing?
Fri Jan 29 20:22:02 +0000 2021
The Korteweg-de Vries equation (1895) is a model of shallow water waves.
da/dt = -0.5 * a * da/dx - d³a/dx³
How do the waves manage to pass through each other!?
Simulated as 256 floats. One of the new patterns in Ready 0.11.0: https://github.com/GollyGang/ready
Fri Jan 29 23:47:28 +0000 2021
Replying to @topologic_apple and @sindero
Other than being rare in this sort of PDE, can you explain why you feel it’s weird?
Sat Jan 30 17:54:45 +0000 2021
RT @g_merzon: @gregeganSF can’t resist mentioning the only known dissection of an equilateral triangle into five congruent parts (M.Patrake…

