That's the perfect follow up on why Chaos is ' still a huge problem ' in fields like weather prediction. Wonder what makes a non linear system ' choatic ' ..
I have a question if you say d/dt x = f(x,t,b) then why do we still need to solve the differential equation? is it then not either 'x = f(x,t,b)' or 'd/dt x = d / dt f(x,t,b)' ?
I love your way of explaining things, the clarity and the efficiency. Your control bootcamp playlist is famous among electrical engineers at ETH Zurich :) ! I would really like to code a continuous animation of this simulation. Is there a straight-forward solution that a intermediate matlab-user can understand or does one has to get way into the weeds to go from this, I'll call it rather static animation to a continuous one? Cheers from switzerland!
I love your videos but often don't complete your playlists because I struggle to discern the order of these videos. Do you have a link I follow to go through the videos in order? I really love how you explain things and want to continue learning, but just struggling with the order.
I enjoyed your video. This is my first viewing of your video on Lorentz system solving using MATLB ODE45. Is there an email I can use to contact you by email and/or chat?
Very efficient :) Let me explain a scenario.. As u mentioned here you had an initial condition which is explained neatly what if we have a data set or multiple parameter values of a system for which I need to design a Lorenz attractor..say X1, Y1, Z1 to X99, Y99, Z99 are different systems parameter values. How can I imports these excel values... Any thoughts??
Very good explanation, but I cannot read the notes on the screen. You are using a colored pencil and, at least in my computer, I can hardly see anything.
That's the perfect follow up on why Chaos is ' still a huge problem ' in fields like weather prediction. Wonder what makes a non linear system ' choatic ' ..
He's so smart that he can perfectly mirror his writing.😁
I have a question
if you say d/dt x = f(x,t,b)
then why do we still need to solve the differential equation?
is it then not either 'x = f(x,t,b)' or 'd/dt x = d / dt f(x,t,b)' ?
WHAT A NICE PRESENTATION. HOW CAN ONE DETERMINE THE VALUES OF THE PARAMETER THAT WILL YIELD CHAOS?
You're doing great!! Very informative! Thank you!!
This is brilliant.
I love your way of explaining things, the clarity and the efficiency. Your control bootcamp playlist is famous among electrical engineers at ETH Zurich :) ! I would really like to code a continuous animation of this simulation. Is there a straight-forward solution that a intermediate matlab-user can understand or does one has to get way into the weeds to go from this, I'll call it rather static animation to a continuous one? Cheers from switzerland!
Did you figure this out? I would be interested to hear solutions 🙂
I have Matlab 14a,
How to simulate Lorenz équation like you. I try it but program put error.
Excellent video! Very clear, thanks :)
thank you soooooo much
I love your videos but often don't complete your playlists because I struggle to discern the order of these videos. Do you have a link I follow to go through the videos in order? I really love how you explain things and want to continue learning, but just struggling with the order.
Thanks for the great comment. I will be working on some more playlists soon, so hopefully I can make it easier to navigate.
Why is t an intput to the function? It is not used. I get an error every time I try to run Lorenz.m. "too many input arguments"
I enjoyed your video. This is my first viewing of your video on Lorentz system solving using MATLB ODE45. Is there an email I can use to contact you by email and/or chat?
Very efficient :) Let me explain a scenario.. As u mentioned here you had an initial condition which is explained neatly what if we have a data set or multiple parameter values of a system for which I need to design a Lorenz attractor..say X1, Y1, Z1 to X99, Y99, Z99 are different systems parameter values. How can I imports these excel values... Any thoughts??
How to plot basin of attraction?
What are the initial conditions in lorenz system
Very good explanation, but I cannot read the notes on the screen. You are using a colored pencil and, at least in my computer, I can hardly see anything.
This does not work for me. It produces no chaotic behaviour? I've copied your code exactly
Super sir but how do save sir the file
Lets Go!
Hard to read bro