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Fourier Transform Explained 

ALL ABOUT ELECTRONICS
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6 окт 2024

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Комментарии : 31   
@basedbarman
@basedbarman 3 года назад
The hardest explanation on Fourier Transform i have ever seen. Please try to explain in more in simple terms 🥺
@MuhammadAbbas-pq3gw
@MuhammadAbbas-pq3gw 3 года назад
yeah, same
@happyhayot
@happyhayot 4 года назад
Really great! This is the most intuitive I've seen so far
@TheAbizgreat10
@TheAbizgreat10 4 года назад
If you think this is intuitive then watch fourier transform video by 3blue1brown.......that's the most intuitive video i have ever seen on fourier transform
@happyhayot
@happyhayot 4 года назад
​@@TheAbizgreat10 I've already seen it, it's a very good video, but this one explains the formulation far better in my opinion. I was looking for a detailed explanation, 3b1b's video is more about understanding the meaning and purpose of the Fourier Transform which is also important.
@TheAbizgreat10
@TheAbizgreat10 4 года назад
@@happyhayot Ya i guess in terms of Mathematical description..you can say this is better
@HKCREATESUNIQUE
@HKCREATESUNIQUE 4 года назад
You are an inspiration! Now I also making videos on basic electronics
@pujamahajan5455
@pujamahajan5455 2 года назад
It will be very convenient to go through ur videos if u put numbers to them..... They r excellent 👍
@ALLABOUTELECTRONICS
@ALLABOUTELECTRONICS 2 года назад
Thank you for the suggestion. I have made a seperate playlist for different topics and subjects. If you go through the playlist then it will also cover solved examples. Please check the playlist page of the channel.
@himanshurikhari7943
@himanshurikhari7943 4 года назад
Please give some time to explain why power spectrum is preferred over frequency spectrum in analysis of non deterministic random signals/sequences. I came across this statement somewhere, but didn't get appropriate stuff. Your explanation method is great. Thank you
@ALLABOUTELECTRONICS
@ALLABOUTELECTRONICS 4 года назад
will cover it during the discussion of the random signals.
@iraqi6207
@iraqi6207 4 года назад
Such an important topic, it will be very useful
@ismailwardak4254
@ismailwardak4254 2 года назад
thanks so much , it helped me a lot, awsome explanation.
@hungthanh4615
@hungthanh4615 4 года назад
Great explanation!
@poojashah6183
@poojashah6183 4 года назад
Very well explained 👌🏻👌🏻👍🏻
@omraval6102
@omraval6102 2 года назад
video was very helpful
@bhavanihm7122
@bhavanihm7122 4 года назад
Great Explanation
@guruprasaddeshpande
@guruprasaddeshpande 4 года назад
Pls complete this series asap
@rajeshb6851
@rajeshb6851 Год назад
What is the practical use of this fourier transform ? How it is been used in smart mobile devices ?
@ALLABOUTELECTRONICS
@ALLABOUTELECTRONICS Год назад
It is useful in signal processing. From the time domain signal, if you want to find out the frequency spectrum of the signal, then using this is is possible to do that. Also in the communication, during the demodulation of the signal at the receiver, it is very useful. If you know the spectra of the signal, then you can design the filter accordingly.
@varunv6309
@varunv6309 4 года назад
Better explanation
@kontiimanalatit8987
@kontiimanalatit8987 3 года назад
Isn't inverse Fourier transform: 1/2pi then that integral?
@ALLABOUTELECTRONICS
@ALLABOUTELECTRONICS 3 года назад
When it is written in terms of angular frequency ω, then there will be 1/ 2*pi in the equation.
@alfredbanda1693
@alfredbanda1693 11 месяцев назад
@@ALLABOUTELECTRONICS thanks si I was confused because this topic if full of formula
@RAJIBLOCHANDAS
@RAJIBLOCHANDAS 2 года назад
good
@rbeberman5296
@rbeberman5296 Год назад
Uhm, what?
@wibulord926
@wibulord926 Год назад
i watch the vidieo 3 time but still don't know what are you talking about =((
@ALLABOUTELECTRONICS
@ALLABOUTELECTRONICS Год назад
Kindly use the subtitles. It will help you.
@ahmadjaradat3011
@ahmadjaradat3011 7 месяцев назад
Great explanation!
@guruprasaddeshpande
@guruprasaddeshpande 4 года назад
Pls complete this series asap
@ElectronicsCircuitHubECH
@ElectronicsCircuitHubECH 4 года назад
Guruprasad Ashok Deshpande yes soon
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