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Is Gate level design same a Structural design in Verilog ?

Excellent job

Excellent explanation. Thank you.

Wow wow wow! , I am a total beginner to verilog and this video helped so much for my lab exam due in a few days. Thank you!

Excellent presentation! Thank you!

I studied him in my Elec Engineering degree. He worked out the properties of the cable that provided for distortionless propagation, making long distance telegraphy realistic. He didn't patent it or earn the millions he could have. The manufacturers derived much from his work. He also created the Heaviside operator, the equivalent of the Laplace Transform, but with more clunky symbology. I just think it so cool that he seems also to have had something to do with creating Wolverine's look.

Why is there a fucking censorship blob in the lower left-hand corner of the screen?

You can get waves out of diffusive structures, paradoxically. Zabusky, N. J., Hardin, R. H.: Phase transition, stability and oscillations for an autocatalytic, single, first-order reaction in a membrane. Phys. Rev. Letters 31, 812 (1973)

I had a little difficulty understanding the math which means I need to study more math. I do have a couple of questions about the chirp. I am assuming that the positive slope represents a frequency that is starting at a low frequency and ends at a higher frequency. How does the size of the symbol affect the waveform? Does the bit size of the symbol change the slope and the amount of frequency change? What is meant by discontinuity? How does modulo fit into the explanation? What does a negative slope mean? Thank you for your video.

Thank you for this video. It was beautifully presented, and absolutely fascinating.

very nice. i remember the epiphany or realizing the essential part of fourier's trick, "EVERY signal is a repeating signal, even if you have to wait till infinity."

6:47 that’s the problem of following the money instead of the science

I feel dumb by not understanding math. I want to explore, but constantly bump into fancy equations. That is where my journey ends.

If dc motors say 12 and 24v can they be wired for 110?

Just started a substation relay technology program. What should I expect in the workforce?

This stuff is so far over my head. Its more amazing than any other field, from vehicles to buildings. It's crazy how differently God made us, how, for some people, this comes naturally and they're super intrigued by it. I tip my non existent hat to all of you gentlemen that keep our lives lit up, cool and warm. 💙💙

what software for this animation?

Thank you so much and kudos to you for making this marvelous video!

thanks for your awesome explanation for this project . my i ask for your personal email to contact you? i have few questions and i would love to know .

According to this video, do you realize how many FIRST EVERs Heaviside DID? • he was the first guy to "coin" the word *inductance.* (👈So, why were units of inductance _not_ named after Heaviside?) • he was the first guy to "set up" what is now called (in books that teach the topic of Differential Equations) *a forcing equation.* (👈This is where you put a sum of 3 voltage terms on the left side of the '=' sign (i.e. one to represent voltage that results from R, and one to represent voltage that results from L, and one to represent voltage that results from C) and you put *an input signal* voltage on the right side of the '=' sign. Differential Equations textbooks refer to the applied *input signal* as a *forcing equation.* )

Very good video!!!

Thank you for your tutorial, am learning.

Well-Done

I arrived here from the epic story of the first transatlantic telegram cable. Fantastic summary.

Shannon is so underappreciated.

Thank you

the work of Maxwell is at its base the work of Faraday ... he was first he pointed the way

That's great but left waiting for the show to drop - like what/how did OH solve the problem? You left that for the next video, I can. hope. Nonetheless, great video - and learned a lot! Thanks!!

Blown away by the quality of the video and animation. Thank you so much for explaining these topics!

does this apply to Earth as well?

Heaviside seems a very underrated genius

thank you!

Heaviside is and looks like a chad

Thanks a lot, where can I find the verilog and the project code you mentioned. I could not find it. Huge fan BDW

Cool stuff, its like reading the lore of smart hooman, jk good vibes sent ❤️

What a great Video. Maybe do Shanon and the Comunication basics. This guy brought Communication to the modern world

Thanks!

I don't have any background in this subject, but I want to know why, at the data flow level, he used `((~X & A) & A) | (X & B)` and not `(~X & A) | (X & B)`.

Also the Green of Green's Function which is used everywhere from PDEs to Quantum Mechanics to N Body Physics was also discovered by an autodidact

A pity that the writer confuses phenomenon and phenomena.

Excellemt!

Please learn to pronounce Fourier correctly.

I have been long time to browse such best explanation of Lora to understand, thanks for great lecture

Very nice. Thank you!

14:16 R, C, and L are per unit length.

well give us the result. How were those equations used to optimise the peeformance of the transatlantic telegraph line.

Fantastic presentation about some truly special people.

An interesting property of Fourier's heat equation is that a small disturbance is propagated instantaneously to all distances , effectively traveling faster than the speed of light. The addition of inductance resulting in the telegrapher equation (which is a wave equation) nicely resolves this problem.

The cover of Paul Nahin's book on Oliver Heaviside is shown at 7:56 of the video. Nahin in 2020 wrote a book on the topic explored in this video. The title is 'Hot (from the Mathematics of Heat) Molecules, (to the Development of the) Cold (Trans-Atlantic Telegraph Cable) Electrons. It is a story book with plenty of Fourier mathematics. Nahin also has a separate book, Transients for Electrical Engineers (2019), emphasizing the Laplace Transform solution for partial differential equations. The last part of the book is about the solution of the Telegrapher Equation and how programs like Matlab can make life easy for the modern analyst. It also explains why the Laplace Transform replaced Heaviside's earlier operator method of solution. It took 10 years but by the 1950's engineers started using Laplace Transforms exclusively. If you love math and stories you are in for a treat from all 3 books.

It should be noted that no one named shaniqua, rastus or anything like it, are in the history of human development of technology.