The answer for the homework is letter c - oversampling (ws > 2wm). The bigger ws is, the lesser is the chance to let any undesired frequency to pass by, thus preventing the recovered signal to be messed out.
It is not easy to control with practical low-pass filter. Neither over-sampling, nor undersampling may work, but you can try to to undersampling to catch maximum frequencies. The best option to do is to ensure that you have sufficient gap between signals, they are not touching and away from each other....w_s - w_m >>>>> w_c>>>w_m ... With that you can catch the signals as they are...
Over sampling
Conditions:
1)Ws>2wm
2)Wm
Oversampling
Condition : Wm
a small correction . Condition : Wm
To cover the transition band of the square wave we'll use over sampling. So the option C) may be correct.
Over sampling when wc< ws -wm
The answer for the homework is letter c - oversampling (ws > 2wm).
The bigger ws is, the lesser is the chance to let any undesired frequency to pass by, thus preventing the recovered signal to be messed out.
Totally agreed
What if the transition band is large enough to capture other frequencies also?
😀
then use fs>>>>>>>>>>>>2fmax lol@@spiritualbeing4303
ofcourse over sampling....nice lecture sir....thats a very good explanation.
If possible up loa vedioes of cotrol systems also
Oversampling
Condition : Wm
over sampling wc
over sampling(Wm
Over sampling with condition Wc
Sir will you upload lectures on PSD,ESD and correlation??
to cover the transition band of the square wave we'll use oversampling.
Answer: C
Over sampling with wc>2wm is the best sampling method through which we will get m(t) on passing through practical LPF..
Very nice lectures...thankyou so much sir
Thank you very much. You are a genius. 👍👍👌👌🙏🙏🔝🔝
Oversampling.
Wm
Over Sampling 🔥
Ans is c
Over sampling.
Because the cut of frequency is greter than ws-wm.
ans is C,but Wc is not greater than Ws-Wm.
Oversampling
you are awesome . pls share video on qam , dp qpsk , raman or edfa amp
Why answer is oversampling? Over sampling will also let pass other parts of signal
Answet to hw is overe sampling
Very helpful
Oversampling so that overlapping doesn't take place.
Over sampling + wc
thanks sir
Under sampling sir please reply whether it is right or wrong
please upload z transform
the solution is to use oversampling with the condition that Wm
perfect
Practical @ 7:21
Over sampling
Oversampling should use
Pls explain
Over Sampling
option C
Oversampling sir
May be under sampling
Under sampling beacuse.. In oversampling more signals will be distorted
Under sampling
Sir I think its under sampling. Please reply whether I'm right or wrong
rong.
wrong
Over sampling..
Over sampling ws>2wm
definetly over sampling
oversampling bro
os
Ws>2Wm...........under sampling
PRABHAKAR DAS it's oversampling
It is not easy to control with practical low-pass filter. Neither over-sampling, nor undersampling may work, but you can try to to undersampling to catch maximum frequencies. The best option to do is to ensure that you have sufficient gap between signals, they are not touching and away from each other....w_s - w_m >>>>> w_c>>>w_m ... With that you can catch the signals as they are...
over sampling
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