@rasperas Extreme sensitivity to initial conditions is the *definition* of chaos. How precisely and for how long can we determine the trajectory? No matter what numerical simulation you use, eventually truncation errors will build up, and the numerical solution will diverge from what truly happens.
a very special toy... D:
DrugedSheep 9 hours ago
Torque ?
cemn111 2 months ago
magnets
rsawycky 2 months ago
you beat so hard the pendulum.
lekunberriko1 2 months ago
Yep!
All I have to do is build a computer model of it :)
ThePoketrix 3 months ago
@ThePoketrix
Matlab Simulink FTW!!!
kerefekaa 1 month ago
This has been flagged as spam show
@ThePoketrix
Matlab Simulink FTW!!!
kerefekaa 1 month ago
This has been flagged as spam show
@ThePoketrix
Matlab Simulink FTW!!!
kerefekaa 1 month ago
We can in fact precisely determine the trajectory. However, it is very sensitive to initial conditions, which gives the appearance of chaos.
rasperas 4 months ago 2
@rasperas Extreme sensitivity to initial conditions is the *definition* of chaos. How precisely and for how long can we determine the trajectory? No matter what numerical simulation you use, eventually truncation errors will build up, and the numerical solution will diverge from what truly happens.
IAmDainbramaged 4 months ago
الحركه الفوضويه لقلاده ثلاثيه
darklightnessful 4 months ago
by Analytical mechanichs , when its more than 37.42 degrees you can not predict its motion. and cant find the lagrangian of the system.
its defined by a "chaotic motion"
deva95 8 months ago 11
@deva95 would this still hold true in a frictionless environment free of all external noise?
fragm3nted 2 months ago
ROFLCOPTERS, this is awesome!
mahchymk93 9 months ago
This is science...it's amazing
SpymasterfromXBC 11 months ago
That was creepy
chetypoo 11 months ago 17
@chetypoo looser
Llito666 2 months ago
this is stupid
jigglesnap 1 year ago
fail
trance2307 1 year ago