What if h(n) had 3 elements, then for segregation, in the overlap save method, we first take sets of 3 - 3 elements, then calculate 3+3-1 i.e L+M-1, which means it has 5 elements in the response of each y(n). In this case we need to append 2 - 2 zeros to each set of x(n) and to h(n), right?
Ok I understood the elements which are diagonally in the table he has added those elements!! For eg y1(n) has elements 1 2 -1 -2 in the table so he then draws diagonal lines ...after which there remains 1 so he writes 1 as it is in y1(n) and 2 & -1 here are aligned diagonally so he then adds it and the product is 1 and then writes 1 and the remaining one is -2. Final y1(n) is { 1,1,-2}
Very nice and detailed explanation, easily understandable method of teaching
Awesomely explained sir 🙏🙏🙏🙏
Thank you sir. made me understood the concept..
Thank you very much Sir.
You made it very much easier.
Thank you sir
Sir, your videos are excellent and easily understandable
Thanks bro
Thank you so much ,,, really I got headache by seeing book..this is very helpful
Great Video
Really Underrated
Understood everything you taught
Awesome teaching sir!
Thank you soo much sir .my dbts are cleared.
Great video thumbs up.
Can we use matrix method for the overlap save and add methods u solved. I solved but I got different answer for add method.
Great concept understanding sir..thanks a lot
Thank you sir .you explained very clearly✌
Thanks
Thank you sir
you did a good job for students
Thank you thank you thank you soooooo much.
Very Helpful 😊
Super ga explain chasaru bayya
Simply superb
Thanks a lot sir 😊 really helpful 😉
Sir thank u, it helped me lot
Sir, can you please tell about how to find * elements in overlap save method
thank You so much
Thank you
Super ka explain chasaru sir
Ek no.
What if in overlap odd method the x(n) would not have been a even number sequence then how do you make group of two?
thanks dude
very excellent video bro
What if h(n) had 3 elements, then for segregation, in the overlap save method, we first take sets of 3 - 3 elements, then calculate 3+3-1 i.e L+M-1, which means it has 5 elements in the response of each y(n). In this case we need to append 2 - 2 zeros to each set of x(n) and to h(n), right?
Sir u can take simple sequence can u plz explain with large sequences and plz explain how can we take the value of L
Thank you sir, you just made it easy, can i know which textbooks you referring?
@@Techfold360 thank you so much
When the elements of h(n) greater than x(n) then how will calculate
sir please can u make the video of circular convolution using time domain approach
in y(3) the no 4 is placed you in 4 th position why not in 3rd
got it sir
hey!
y u use circular convolution?
I couldn't understand the table method for finding y(n).Please explain!!
Exactly I also didn't understand that part!?
Ok I understood the elements which are diagonally in the table he has added those elements!! For eg y1(n) has elements 1 2 -1 -2 in the table so he then draws diagonal lines ...after which there remains 1 so he writes 1 as it is in y1(n) and 2 & -1 here are aligned diagonally so he then adds it and the product is 1 and then writes 1 and the remaining one is -2. Final y1(n) is { 1,1,-2}
Thank you sir
Thank u so much...
Can we use matrix method for the overlap save and add methods u solved. I solved but I got different answer for add method.
What if h(n) is 3 elements number?
thank you sir
thank you sir
Thank you sir