Laplace Transform an intuitive approach

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[LM-fgvi]

Best I have seen. I studied this stuff in 1976 but never really understood it, just went thru the motions. I never had need for it at work, but it is still interesting.

[fabiovezzari]

BRAVO! You basically tuirned 6 lessons of my professor of automatic controls into 15minutes of clear teaching.

I am studying this topic for an exam with a friend of mine, I had a fair understanding of the the analysis of LTI systems...but your visual explanation made me connect a lot of dots and gave a much stronger understanding on why poles influence the output....amazing video. thanks

[Capungo]

I haven't seen a better video about Laplace by now.

[aliabdulla]

You liberate me from the eternal vagueness of relation between D.F and lapalce transform..

[AKfire]

The animations are awesome.. great work.. Just one suggestion: You might want to use a good microphone. The sound needs improvement.

[hwanchoi]

Thank you for lecture. finally. I got this.

[bblam]

Nice animation, clear voice, there's sub too, this videos is great!!!

[prashantnook]

The animation and explanation on this is wonderful.
Really impressive dude. Like the other comment yeah the audio is kinda low.

[balajiadmile]

Sir ur my lighthouse for understanding how nature behaves and communicate with us in mathematical language i need teacher like u to give visual understanding of mathematical language
Make visual video on
calculus, differential equations with animation
I am from India and lots of students have problem with math because of we don't get teacher like u thanks!

[Mulakulu]

I know it's been 2 years and I hope you've done something about the random bass sine wave in your audio

[muralidharreddy]

which graphing calculator you have used for this beautiful animated explanations?

[lattehour]

i used to to solve this laplace integrals very fast when i was in uni but never got a real understanding of it`s inner workings it is really a beast

[alanx]

s = complex frequency domain, bc it has a re and im part

[carultch]

The Laplace of t^2 + 3,
Times Laplace of the sine of t,
Minus one over s,
And invert the whole mess,
Is t^2 minus cosine, you'll see

[ylstorage]

[question]
in the region of divergence in the laplace 3d plot, the fourier transfer for all the sigmas in that region shouldn't exist anymore, so the 3d plot should be cut off at that point.
so, @8:23, the last curve at the most negative of sigma axis should not exist.

[robegatt]

That's it! the fking passive low pass filtrr has a truncated pole 😅 no bigger gain than 1 (0db)