Digital Sampling, Signal Spectra and Bandwidth - A Level Physics

[@johnrussellhilario316]

The carrier wave always has the higher frequency than the band wave. Please correct this grave mistake. Thanks.

[@dijonstreak]

Thee BESt demo / video on subject matter online !! GREAT JOB !!

[@Rayhuntter]

Great explanation. Only people, like you, that perfectly understand the matter can give so clear, precise explanation. I have a question: how do you measure Vn(the range of the noise)?

[@DrPhysicsA]

Oh, that it just me guessing the values (and doing so very badly). As you say, the average values would be higher. I was just trying to establish the general principle. Hope it doesn't confuse too much.

[@Sperzel]

Do you know everything there is to know about physiics? These vids are amazing! Thanks for sharing your knowledge with us in this wonderful way!

[@bosteador]

This taught me more than my Signals and DSP classes!

[@thomasswayngim6026]

Sir, you have always been kind enough to give full explanations, so I ask of you, do you have a video on converting the digital back to analog. My confusion lies at the digitization of the signal. I would imagine a micro phone, and a speaker need to be arranged in an inverse arrangement to reproduce sound, but whatever the order, that implies to me a magnet and coil produced the signal, and therefore a magnet and coil are needed to interpret the signal, but this video does little to explain super imposing numbers to a wave. (my best approximation is to assign numbers to waves of varying degree within a bandwidth). The computer itself stores the information, which is nice if one wanted to look at its graph. My next approximation is that the receiving computer needs its own ac producing generator to reproduce the analog (could it be so responsive?), or perhaps some system of resisters and diodes. SO how is the image on the oscilloscope in anyway compatible with an alternating electrical current. It seems simple enough to allocate numbers to a picture, but not the same right to sound production. Thank you for whatever ease your answer may come in. If it may ever come years since it's post. Your videos are wonderful. I learn physics in my own time not on college time at this moment. Dr. Walter Lewin's classes are nice, but cannot bring me up to his speed. He'll throw around squared numbers like it's nobodies business. Thank you so much for your time spent on these videos, even if they didn't bring millions of dollars, or even thousands. Thank you. thank you. thank you "bow my head" "bow my head" thank you thank you thank you.

[@pianoman42421]

Excellent video. Most entertaining channel on youtube. Thank you

[@aymenjahangir9784]

Why does 65 536 gradations need 16 bits for each number to be represented?

[@turquoisecat761]

It's to do with the binary nature of digital signals. In other words, 2 raised by the bit depth, so 16-bit gives 2 multiplied by itself 16 times (2x2x2x2x2.....) which equals 65,536. Similarly, 8-bit is 2 multiplied by itself 8 times which is 256 etc. Increasing bit depth essentially improves the precision of any signal which has been quantized..

[@TheSohanandrei]

You, my friend, are AWESOME!

[@canozano]

very good video (Y)

[@alevelsdemystified3410]

How does increasing the number of bits reduce ,the step height in digital sampling?

[@DrPhysicsA]

Its 2^16 not 16^2. Consider 3 bits. You could get 8 numbers ie 2^3

[@Aproksinov]

Love it! Such a great video! Thank you very much.

[@DiederikCA]

I also dont understand how it translates to Kib/s. The digital resolution is 16 bit, so therefore multiplying by sampling rate (44056hz) should give the bits/s. However: 16*44056 = 704896 multiply by 2 since its stereo =1409792bit/s divide it by 1024 and should have Kib/s; 1409792/1024 = 1376Kib/s However, the actual audio quality of CDs is 1200Kib/s, what am I doing wrong?

[@blub232324]

In 10:00: Why are ther 3-1-1 for the last three columns? I mean in the first columns the value is much like the max/min, but for the last three it is more like the average value. I would have considered 5 for the 6th column. Can you explain that please?

[@tyroneslothdrop9155]

Is the procedure for digitally restoring film essentially the same?

[@mojoma]

Very good video, thank-you! In the beginning when you are illustrating the longitudinal wave you say the waves are "rarefied then spread out", which is incorrect. The waves are compressed then spread out(rarefied).

[@popandu8297]

this is so cool!! thank-you!

[@godwintheophilus5701]

OMG u are awesome..!!!!! can u upload a video on filters,modulation,encryption,decryption,demodulation and reconstruction??? this would help me a lot...thank you

[@johneygd]

Just imagine that on one day a computer will be able recognize and saperate all instruments in a mono song in accordance to those sound patterns, even if there're multiple instruments playing atonce, it sounds impossible but the example you showed makes me believe this theory, it would be cool to turn a mono song into karaoke.

[@cuteharyavani]

Best Video to explain these things

[@genius2737]

Can you pls tell how to covert our recorded voice audio affirmations into silent affirmations adding different mind wave frequencies like alpha theta Gama beta etc and make a final silent subliminal audio Also pls tell me any good software which can make this job easy or guide me steps if it can be also done by Audacity or so as I also use Audacity. Thanks with Regards

[@godwintheophilus5701]

and how to convert the digitized signal that some 45611 u told to binary??

[@mohammedviso2269]

Great video ...Thanks a lot .....It was really helpful for me

[@maziarghorbani]

Great teaching, Thanks

[@FungSit]

Great video! Thanks.

[@BoutinMathieu]

Very nice video, and so useful. Thanks a lot for tha very good job! :D

[@danhyde7501]

i fucking hate that i only just found your videos now. my physics teachers are awful, 1 week from the exam and some of this stuff is fully new to me. good bye predicted grade A

[@DiederikCA]

How does this work though? How does the digital resolution of 65536 translate to 16 bits? As far as I know, using 0's and 1's 16 times, can create 16ˆ2=256 posibilities, not 65536. Can someone explain?

[@yowassup46]

its 2^16

[@amikhimji]

Great video thanks

[@DanielDaniel-cq1es]

Thankyou that's a great video

[@okavango5937]

thanks for your video

[@ahmedg7893]

Perfect!

[@bIackstreetboy]

Thanks for this.

[@alexandregm8703]

Where are the Brazilians?

[@h0m3_]

In Brazil???

[@brendawilliams8062]

This going by 1001600474. Where is the 10016036

[@ryan-tabar]

2:40 that face

[@Safeenamukaram]

👍

[@genius2737]

Hi

[@genius2737]

Can you pls tell how to covert our recorded voice audio affirmations into silent affirmations adding different mind wave frequencies like alpha theta Gama beta etc and make a final silent subliminal audio Also pls tell me any good software which can make this job easy or guide me steps if it can be also done by Audacity or so as I also use Audacity. Thanks with Regards

[@deborahelaster3236]

do not call my mother phone