Circular Convolution using Dft-Idft method | DTSP/DSP [Lec 18]
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- Опубликовано: 26 апр 2020
- In This Videos ,I have solved the University problem on Circular convolution using DFT-IDFT Method in Dtsp/Dsp which is More Frequently asked University Exams
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This shows dedication. Raat ko 2 baje video banana. Respect + 1
Thankuuuu Do share our videos to your friends alsooo
padane ka style bahot acha hai 👌👌
U r awesome.... Today is my exam and i know if i pass then its all because of u.. thank you sooooo much
Thanku Neha💫💫Do share our videos to your friends also
Really yur teaching way is perfect sir thank you so much
sir ......thank you..... sir aap superr.... sirrrr
Awesome sir. I am impressed the way of ur teaching skill.. Thank you
sir respect+++ from heart for you. bhagwan karey aap hi gate top karo please.
sach bolo to mamu mujhe na tera style accha laga bohot (tere style pe 🥰🥰)
calculator vaali method batane ke liye thankyou so much.
Wow...
Love you bro...
Respect from Peshawar Pakistan 😘😘❤️
U r best teacher sir m much thankful this channel ❤❤❤
Aap ho isliye to bach Gaye
scout bhaiya aap
watching 10 hours before exam, wish me luck ;-;
love you sir thanks for solving my problam
🥰🥰🥰
Thank u so much
Thank u soo much sir
Bhai second main jo bataya ho to matrix multiplication method hai na time domain main to circle karke lena pad ta hai
main hu na ❤️
thank you soo much sir 🤩
but while zero padding if we have x(n) and y(n) if x contains l elements and y contains m elements then y will have l-1 and x will have m-1 zeros the zero padding u are following will have some noise elements with it ig.
hn bhai
Hi sir, really awesome explanation but step 3: convolution method is wrong sir.
sir baki ki videos kb bnaoge
Aur konse Videos chahiye
Sir agar hum direct [x(n) × y(n)] krte he toh bhi answer aa rha he sir vo ekdum short he
1 no.sir
Circular convolution
1 Time domain
2 Matrix multiplication
3 Dft & Idft
In a(k) matrix how did u removed j
??
Sir if n is 3 or 5 how to make matrix please. .
Boss public 🫡🫡🫡
Bro I have a doubt...what if they give X(n)={1 2 3}and h(n)={1 2 3} how to write matrix here 3point
Add 1zero
To both sequence
Then solve
If length is 5 how to make matrix