Тёмный

An explanation of the z transform part 4 - the transfer function 

David Dorran
Подписаться 19 тыс.
Просмотров 19 тыс.
50% 1

Link to a video explaining how poles and zeros influence a systems frequency response • Z-Domain - Pole Zero P...

Опубликовано:

 

26 апр 2018

Поделиться:

Ссылка:

Скачать:

Готовим ссылку...

Добавить в:

Мой плейлист
Посмотреть позже
Комментарии : 22   
@v.p22709
@v.p22709 4 года назад
At first I was like Wow this is not clear, he talks super fast. I don't have that level of English. And now! I got super tired at the weekend and I could clearly hear what he had said and I could understand and relate material to the incoming semester. Awesome! Magnificent! Many thanks. I'm really glad I came across this video again today. Super cool.
@mikehagerty9666
@mikehagerty9666 4 года назад
Hi. Thanks again for making these videos. At [3:14] there is an error in the expansion of the z-transform of the unit impulse function: 1z^-0 + 0z - 1 + 0z^-3 + ... That should be: 1z^-0 + 0z^-1 + 0z^-2 + 0z^-3 + ... = 1.
@saapman
@saapman Год назад
Thanks for the great video. Not a criticism but I wish you talked a bit slower . I often watch online lectures at 1.25x speed.. but for yours I felt like I wanted to slow it down! : D. Anyways, good job.
@PunmasterSTP
@PunmasterSTP Год назад
Transfer function? More like "Terrific information!" 👍
@MakyoD
@MakyoD 4 года назад
Great explanation!
@realedna
@realedna 6 лет назад
At 2:00 you show a graph and list different values, than you say. You probably switched the sign between -1 and 2, when presenting the time-shifted signal. Maybe you want to correct that, as it is a bit confusing. Thanks for the video anyways!! :)
@juliaugust6808
@juliaugust6808 5 лет назад
Yes, I also noticed that. The error persists in W(z) !
@peili3936
@peili3936 3 года назад
@@juliaugust6808 You mean ω(n), right?
@mohamedaminelmoudene7796
@mohamedaminelmoudene7796 2 года назад
Yeah i also noticed that
@GiovanniAllegri
@GiovanniAllegri 4 года назад
At 2.12 you show w[n]=x[n-2] but the w sequence you show differs from a shifted x sequence. w is [0,0,3,1,-2,1,0,0] while x is [3,-1,2,1,0,0,0,0]. Why?
@ddorran
@ddorran Год назад
That's a mistake on my part w[n] should be [0,0 ,3,-1, 2, 1] w[n] = x[n-2] solving for n = 0 gives w[0]=x[-2] =0 solving for n = 1 gives w[1]=x[-1] =0 solving for n = 2 gives w[2]=x[0] =3 solving for n = 3 gives w[3]=x[1] =1 solving for n = 4 gives w[4]=x[2] = -2 solving for n = 5 gives w[5]=x[3] = 1
@wintermute701
@wintermute701 5 лет назад
2:37 Is there a reason that in (X(Z))z^-2 and the first Z is upper-case and the other one is lower-case? Don't they represent the same thing?
@rishabhsrivastava1241
@rishabhsrivastava1241 2 года назад
They do, just notational error, nothing more than that
@jianhaopu9586
@jianhaopu9586 5 лет назад
What happened to the link of the video that explains more about the influence of poles and zeros?
@ddorran
@ddorran 5 лет назад
ru-vid.com/video/%D0%B2%D0%B8%D0%B4%D0%B5%D0%BE-m5TP2uG_O2M.html
@MrMcFred
@MrMcFred 6 лет назад
There is no video link :(
@ddorran
@ddorran 5 лет назад
Apologies - I've added it in the description and here you go as well ru-vid.com/video/%D0%B2%D0%B8%D0%B4%D0%B5%D0%BE-m5TP2uG_O2M.html
@IsaacC20
@IsaacC20 5 лет назад
@4:20 Second term, z^-2, of H(z) is missing
@AshishPatel-yq4xc
@AshishPatel-yq4xc Год назад
I am not following you at time 3:35. How did u get H(z) to be that numerator and denominator ?
@ddorran
@ddorran Год назад
The explanation starts at 2:55 (equation at the bottom of the page). Can you pinpoint at what stage from 2:55 that doesn't make sense?
@gachingoy
@gachingoy 6 лет назад
i failed my course waiting for your next video
@salarkhan3282
@salarkhan3282 5 лет назад
Do you breathe?
Далее
An explanation of the Z  transform    part 1
12:20
Просмотров 218 тыс.
Лепим из пластилина🐍
00:59
Просмотров 277 тыс.
Z-Transform - Practical Applications - Phil's Lab #27
26:02
Understanding the Z-Transform
19:56
Просмотров 93 тыс.
Poles and Zeros of z-Transforms
13:49
Просмотров 179 тыс.
Normalised Correlation  Explanation with Demo
10:15
Просмотров 68 тыс.
Z-Domain - 3D View
10:16
Просмотров 9 тыс.
The Laplace Transform - A Graphical Approach
13:24
Просмотров 699 тыс.