This is excellent - why cannot our own professors do something like this ? may be they feel guilty of doing their job properly - or may be they do not know how to teach like most professors are - she is exceptional .thank you !
Dear madam, i am generating a signal (PPM) and convoluting it with the wireless channel impulse response to get the received signal. For getting the correct Receiving signal, is it necessary for both (transmitted signal & impulse response) to have the same sampling rate? In other words, the width between samples should be same ???
awesome work! I just have a quick question - why you sketched the impulse function like it has amplitude 1? The impulse function has infinity as amplitude? Or it's just for simplifying whole problem?
The dirac-delta-function is defined as d(t) = 1 at t and 0 everywhere else. So you might have learned another definition, but according to this definition, everything that was stated in the video was correct.
This is excellent - why cannot our own professors do something like this ? may be they feel guilty of doing their job properly - or may be they do not know how to teach like most professors are - she is exceptional .thank you !
Thank you for explaining convolution with multiple impulses. I couldn't find it anywhere!
Excellent Professor !!. you have cleared all my doubts related convolution with impulses graphically.
You are a life saver!!!! You have made this problem so straight forward! You should be teaching my engn class!
Lots of thanks for uploading such a in depth videoof this topic.
Thank you!! I was having a hell of a time, especially with convolving unit functions with impulse functions!
Same here. Now its clear, thanks to this video.
You just saved my butt for an exam, thank you so much
I love your classes! Thank you very much!
I was looking for examples like these in the video. Thanks a lot!
Thanks Professor Wage, really simple to understand with your video!
Amazing Explanation!!!!!
Thank you for all from my ❤️, excellent explanation
you're so much better than my professor its crazy.
Still helping immensely
Clearly explained . Thanks prof.
thanks so much, its seems obvious now but the integral of an impulse is equal to one, but i couldnt understand it before, thanks for the video
nice and clean. tank you madam.
This was very helpful thank you
Thanks Professor!
Extremely great effort
Ma'am u saved my semester
i'am from Algérien And good teacher😊
Great video. Thank you.
I really appreciate this work thank you
thank you so much, you explained it so easy
This was really helpful. Thanks a lot !
Thanks professor !
Dear madam, i am generating a signal (PPM) and convoluting it with the wireless channel impulse response to get the received signal. For getting the correct Receiving signal, is it necessary for both (transmitted signal & impulse response) to have the same sampling rate? In other words, the width between samples should be same ???
thank you so much for your help teacher ^^
Thank you so much prof
perfect
Thanks alot dear !! you really saved my day =D ^-^
Delta(m)
m=tau-3
-m =-(tau-3)=-tau+3
Delta(-m)
Delta(-tau+3)
Delta(t-m)
Delta(t-tau+3)
--------------------
h(tau) = Delta(-3+tau)
h(-tau)=f(-3-tau)
h(-tau+t)=f(-3-tau+t)
Thank You!
What a homie
thank you so much
Cool! Thank You!!
why x(tau) exist at out of integral? why tau is transfromed t? i don't know why...
awesome work! I just have a quick question - why you sketched the impulse function like it has amplitude 1? The impulse function has infinity as amplitude? Or it's just for simplifying whole problem?
The dirac-delta-function is defined as d(t) = 1 at t and 0 everywhere else. So you might have learned another definition, but according to this definition, everything that was stated in the video was correct.
Its area is 1
NICE !!!!
Why does the origin move to t?
this is so helpful thank you :)
Thank you
its interesting one
thanks for your uploading
didactic perfect
Why the books don't explain a example like this?
Lathi has , but is not so clarified
Cataustrophical impulse
Dear teacher, why your voice heard as shakin'?
Thank you so much
thank you