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anyone explain this for me why don't we use sine wave why cosine

Suddenly my circuits professor dropped "complex frequency domain" when we began applying Laplace transforms and I had no idea what it meant or was. Thank you!

Great explanation!

this video was posted 5 years ago ,unfortunately there is no content of his that is latest😞😞😞

Thank you for your great lessons...i have question please : why did you ignore the imaginary part of e^(jwt) in your analysis??

finally! the best explanation of F(s) which is the key to the Laplace Transform understanding and application.

I wasn't able to keep up with your explanation (my shortcoming) which inspired me to punch this into spice and insert 106 ohms in for R. I don't get anything like 50V at the L1/L2 node. Trial and error of R got me to 67.2 ohms for R to make 50V at the L1/L2 node. Working voltage division of the problem based on 67.2 ohms for R gets me voltage and phase that agrees with spice (about 50V @ - 48º). So I'm curious, do I not understand the goal of this or just doing something silly? Regardless, thanks for the video!

Really helpful

Thank you soo much

thanks

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Thank you! This video finally made all the pieces of the puzzle combine together. I'm a mechanical engineer studying damped vibrations of reduced order models.

OMG thank you

This cleared up so much for me. Why isn't this video at 1million views yet?

Your RC circuit will not behave as you described it... Otherwise it's a very good explanation!

What software was used to write and draw in the video?

To plot e^(jw) we take the real part. What is the significance of complex part?

Thank you man!

What is the significance of using Sines? Why is that the base function and not some other arbitrary function? Just because of electricity?

Such an underrated video. You need more subscribers

Can we use it for coding?

I insist you to pls doing more of electrical engg vedios as your explanation is very good

So much useful info Thanks for clearing concept 🙏🙏🙏🙏

I think it goes without saying always have an analog backup just in case low power

You should do more videos on electrical engineering

Well explained sir. Very much helpful for me.

Nice video! Also you’re very handsome :)

🍾🍾

I am a EE as-well I think this will definitely make my life more efficient when comes to the management of my classes. Do you think this is a good combination with an actual laptop?

Sounds like your professors are pretty lenient. Some of mine do not allow electronic note taking tools like tablets or laptops. Some also mandate use of the equation tool in Microsoft word which is a pain. I’d much rather be able to submit handwritten files like you’re talking about.

An electrical engineering student talking about how great the iPad Pro is. I’m sold. Been debating this product for a year now, I’m ready to throw some money at it. Edit: I bought one myself. Best damn purchase I’ve made for myself as a student. Buy the 12.9” version. Also bought the matte screen protector. If you don't like the feel of writing on glass, then I'd highly recommend it. Also a pencil grip for me was a must. Finally, as far as note taking, I've stuck with Goodnotes!

What type of engineering are you majoring in?

great stuff plz upload more signals and system videos

Great explanation, thank you!

dude your handwriting is beautiful

Hi ..I want to ask something..pls help me..Really..im going to start my first studying electrical engineering diploma,so..im confused..which screen size is suitable for me?12.9 or 10.5?n i want place it for being my laptop , question n.2..is it 64 gb memory enough for engineering student?😊thats all..pls .. hopefully u can help me..tyuuuuuuu

Do you find that using this as a replacement for your notebooks is a huge advantage considering everything is in one place and you're not having to carry books around with you?

HEKTIK LIT ASS VID

I've been reading Kuo's Network Analysis and Synthesis and he has practically the same graphs as you, but they didn't make any sense to me because I didn't see how to plot e^jwt. He never mentioned Euler's formula (e^jwt = cos wt + j*sin wt) , but once you did at 2:50 it started to make sense. Thanks.

Thank goodness! Finally a real review ! Great video!

Really informative, cheers dude!

Thanks for the vid, do you have a link to the Code? Thanks.