Controllable Canonical Form (CCF) - (m = n)

explained, how do we represent the system in controllable canonical form given a transfer function (m=n)

[@호빵조아]

i don't know who you are, i don't know what country you re in.
but, thanks a lot, and now i'm hating my professor in Korea for that he could have tell this more easily

[@bclaw524]

Thank you, I had trouble visualizing the matrices from my notes.

[@giancarlokuosmanen9723]

Same here. Thankful for this video!

[@adityaK2210]

Thank You Sir, it helps me a lot.😊😊

[@girishbl797]

Thanks for the detailed info!

[@pguy1351]

Life saving before semister

[@redrikh_putiata]

is there a special name for such form of matrix, which state matrix A is transformed to?

[@053_abdulhannanbhat8]

Sir why did u take all intial conditions to zero while writing laplace equation to time equation

[@YaseminTheBest]

Thank you!

[@prash96]

sir, should i factorize both numerator and denominator at first, so that, number of state variable may get reduced.

[@ayeshapatil4098]

Problems on Controlability for a pulse transfer function

[@lnhawk4958]

Thankyou

[@nidhigupta1727]

thank you :-)

[@MukeshKumar-rai]

Khud bolta hai khud samjhta hai