Numerically Solve Differential Equations in MATLAB |  

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This is a really helpful video. I tried rewriting keplers equations in 3 dimensions, which i thought would be an easy extension from what you did - 3 2nd order ODE's means 6 1st order ODE's with 6 initial conditions - but it was not easy. Why don't you consider the gravitational parameter, mu, in your example for keplers equation? I find when i add mu to your code, then the graph falls apart.

Excellent

Great Video

short and handy videos, thanks

this video was put simply, thanks

Thanks for the upload.

Hello. Thanks for the nice video. I would like to know how can we solve a boundary value problem. I mean if the initial condition is at the non-zero value of an independent variable.

last initial condition for Kepler equations that you provided is sqrt of a negative number so how does it work?

Perfect

insane, thank you so much!

Thanks for the video but in my matlab it’s showing “execution of script ODEE45 as. a function is not supported. Please help

how to plot y' vs y and y' vs x in the ode45

yeah nice video, but how do i get the actual equation for u and v? isn't that as well the actual solution of the differential equation?

Sir please tell about cauchy problem

Nice accent ❤