Observable Canonical From (OCF) - (m=n)

[@theauloa9239]

I never comment on videos but I need to express my gratitude for how well you explained every step of the problem. Thank you for saving me and my GPA

[@brianjacobs247]

superb, simple, clear, step-by-step - thank you.

[@invinity3982]

i hope you will continue this awesome series and include topics of : state-feedback design. pole placement example for state feedback design . estimator/observer design. reference input. LQR. Duality principle.

[@madanmeena171]

thank you so much for such a good explanation. i am from iit tirupati.

[@keerthu3408]

tq for ur nice explanation sir👌👌👏👏👏👏

[@jacklinetum5460]

Good teacher

[@mulwaericbsc]

Nice 👍

[@aregawiweleabezgi1612]

i thanks so much for your explanation

[@UsmanTheDev]

thank you so much. very helpful.

[@mariamsoliman2092]

How can i continue after that?? How to get state variables equation in approximate way and gey the equation of y To write it in matlab code...? Need your help

[@Zahidalizahidi]

Good

[@alisaadshaker]

BIG THANKS

[@MukhtaarAAziz]

wowwwwwww many thanks

[@arohisingh1045]

No need to do this ... Take transpose of A, B, c and D of controllable canonical form ... And that will be the observable form ....

[@runo35k]

Almost, your B' will be the C(ocf) and the C' will be the B(ocf). The method shown in the video is probably the easiest without using matlab though

[@hgfygcfg177]

very complicated