State space 6 - equivalent models for a given transfer function

[@nusret294]

If the denominator has complex roots ,how we can do? And deos exist an auther methods to represent model canonical form ?

[@nnamdielege8478]

Thanks for this tutorial. Just to clarify, @12:55, why is the B matrix 3x1 instead of 4x1?

[@johnrossiter2323]

+Nnamdi Elege Thanks for spotting this. Yes it is a typo.Anthony

[@agbaia12]

Your Videos on converting transfer functions to state space increase my understandings exponentially.Thanks very much

[@cogofknowledge6142]

12:10 isn't Matrix B supposed to be 4x1 matrix, B=[0001]' in stead of 3x1 B=[001]' ?

[@aidenwilliam458]

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[@ezragavin2522]

@Aiden William definitely, I have been using flixzone for months myself :)

[@zanderkristopher475]

@Aiden William yea, been watching on flixzone for years myself :D

[@JeppeBeier]

@@zanderkristopher475 Obvious bots ruining the comment section of serious educational videos.

[@phillipmaser132]

Wow, this is very powerful. I work with 2 inputs and one output; sometimes 2 inputs and 3 outputs. I stay lost SS model. Optimization of the states is necessary as well. Do you have any examples of two inputs and one output?

[@Promar22]

@5:00 shouldn't the final entry in the B matrix be a 1, why is it 4? and the C matrix should be [0 0 4] not [0 0 1]?

[@RealationGames]

Your solution was confusing at first because some sources lists the system backwards as a_1(also, zero not used) being associated the highest derivative and a_n is the lowest. I prefer your notation, but we have it backwards :(

[@AdrianBlogs]

hello if i have this transfer function then state space is this : imgur.com/a/jRdAGrv from elipse . with sing - at 1/2*x?

[@rajdesai7611]

how to find transfer function if i have two inputs

[@TheFringless]

as i know , you can't. transfer functions only works when there is single input and single output. (SISO) Otherwise , we have to use state space models. (I'm not sure though:D)

[@arachnid83]

Your videos have helped me out a lot. Thank you.

[@victorandrean]

very nice explanation....thanks a lot

[@lNDlANSPlCE]

Thank you for this tutorial. Was super helpful!

[@nithinjpathalil6709]

Excellent tutorials... Thankyou !!

[@miguelreyes6087]

THANK YOU SIR! SUPER THANK YOUU!

[@ahoramazda.k8105]

خیلی عالی thank you

[@RUDAW12]

Thank you

[@imedmhamdi22]

could you help me please. I need to solve a small problem of robust control "h2-optimal control" if yes send me your e-mail or your Facebook page

[@shivpoojan1930]

thankes for this tutorial

[@akanguven114]

May the holy God be with you :D