DT Convolution-Simple Example Part 2
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- Опубліковано 19 вер 2024
- Shows how to compute the discrete-time convolution of two simple waveforms.
This video was created to support EGR 433:Transforms & Systems Modeling at Arizona State University. Links to other videos can be found at www.engineering... and sites.google.co...
This video is made available under the Creative Commons BY-SA license.
This is one of the best examples of DT convolution I've seen so far. Thank you!!!!!!
I watched ALOT of videos and this one helped me the most!! THANK YOU!!
At 7:00 he does a mistake where he writes 2 instead of 3 on x-axis. To know if your final answer is write, just check the original signals. Final end points must always be the sum of original end points of two signals.
This is honestly REALLY helpful. What the lecturer spent 2 weeks explaining, I learnt in 30 mins from watching this 2 part video. Thanks a lot! (Arman - UK)
tnx man,really helped me out :)
Best explaination of convo THANKS
Thanks a lot for very clear explanation!
Thank you for helping me to finish my homework :)
Very helpful! My professor has such a strong accent, it's hard to understand his lectures.
That seems to be very common in the U.S.
U explain so well man ... thank u so much sir
This explains clearly how to compute the convolution, but I still don't understand what it means. I see the two signals, I see the graph of the convolution, but what does that convolution mean? Is it where the one signal "best matches" the other signal? What does it mean when there is a 'peak' in the convolution signal? What do min and max of the convoluted signal mean? What can I do with this???
I usually don't comment, but thank you very much!!
Great video sir!
Thanks a million.
Thank you so much...
you are the best, thank you
THANK YOU!
Thanks!!
You can choose for one of the above gifts
Thank you!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
I think you made a mistake in minute 4:30 - Y[n] = 0 not when n < 4 but when n
thanks
شكرا
you saved my life, Thank you boss
thanks. likeee!
i'm from Malaysia :)
He is multiplying x[k] with h[2-k] so 2*(-2)=-2 just like he states at x[k]h[2-k] graph
Sorry! Why don't you find Y[+-5]?
values less than n = -4 or even bigger will be the product of x[k]h[n-k], which is Y[n], equal to zero. n= -4 means a delay for 4 units(to the left), its just to chek out the pictures on the video and you will see :D
thAnks sir , so much usefull / from afghanistan
10x