Video was great until you brought in 10/LC/wn^2 out of nowhere. Important to know where that comes from otherwise, it leaves a big hole in our understanding of what you are trying to show.
Oh Sir, I really do appreciate all the pure mathematics using advanced mathematics to explain the process of a complex physical system in this series RLC circuit analysis. I have great respect to all Engineers who can do all these things. From design to creation of a product whatever it is that is desired by humanity. I wish you can explain it so that it is very easy to understand.
***** Well... C*(dv/dt) is the current passing through the inductor as long as they are serially connected. L*(di/dt) is the voltage across the inductor. ;)
hmmm can we do one where the other format is chosen the Vc= Vc(infinity) +K1*e^-(sigma*t) cos(Wd-theta)and not in an ideal series or parallel circuit :)
@@httm241 Laplace operates in the s-domain, while Fourier works in the frequency domain. The s-domain is a bit more abstract but are better in this situation. I'm just a student so I'm no expert on these subjects though. I'll drop a link for you. www.quora.com/Signal-Processing-What-are-the-differences-between-a-Laplace-and-Fourier-Transform
That was a very succinct explanation of the process. You made it look easy. I WISH it were easy lol.
This makes me cry.
Video was great until you brought in 10/LC/wn^2 out of nowhere. Important to know where that comes from otherwise, it leaves a big hole in our understanding of what you are trying to show.
Oh Sir, I really do appreciate all the pure mathematics using advanced mathematics to explain the process of a complex physical system in this series RLC circuit analysis. I have great respect to all Engineers who can do all these things. From design to creation of a product whatever it is that is desired by humanity. I wish you can explain it so that it is very easy to understand.
That was great explanation. My question is what if the system was not underdamed? That is we obtained a value greater than 1 instead of 0.25
u choose another honogenous standard eq
for finding i(t) why did you use C(dv/dt) shouldn't you use the equation for the current across an inductor?
***** Well... C*(dv/dt) is the current passing through the inductor as long as they are serially connected. L*(di/dt) is the voltage across the inductor. ;)
2' 16" ... where did the R of the first term go? Ri got transformed in CdV/dt... shouldn't it be RCdV/dt?
GREAT VIDEO THANK YOU!
hmmm can we do one where the other format is chosen the Vc= Vc(infinity) +K1*e^-(sigma*t) cos(Wd-theta)and not in an ideal series or parallel circuit :)
you're the best
Why we divide with w^2 in vc particular
I FUCKING LOVE YOU!
Is it possible to convert this into frequency domain,
By using omega to convert the inductor and capacitor elements into phasers
That should also be possible but I'd recommend going with the Laplace domain which makes these calculations a lot easier!
@@bettersleepingofficial4618 whats the difference?
@@httm241 Laplace operates in the s-domain, while Fourier works in the frequency domain. The s-domain is a bit more abstract but are better in this situation. I'm just a student so I'm no expert on these subjects though. I'll drop a link for you.
www.quora.com/Signal-Processing-What-are-the-differences-between-a-Laplace-and-Fourier-Transform
thank you
im just building a weed garden lol but good luck students
why do i need complex math? to damp sunlight, ripple current peaks and reduce input current to avoid vaporizing my leds
Way too many hand wavy moments. If you are going to instruct, you must explain better why we use much of it you used.