I went for s domain analysis and easily got the Vout as linear function of time. i have a habit of going for s domain analysis whenever i see capacitors. is this something i should be doing, can i get in trouble because of this approach of mine? btw, cool video as always!
@@HardwareNinja you mean steady-state responce, the capacitor should act the same with any input amplitude. The s-domain analysis discards initial responce behavior.
it wont saturate because of capacitor rating. It would saturate because of the limit of current source. If a capacitor has voltage rating, it might get fried.
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I went for s domain analysis and easily got the Vout as linear function of time. i have a habit of going for s domain analysis whenever i see capacitors. is this something i should be doing, can i get in trouble because of this approach of mine?
btw, cool video as always!
Unfortunately the S domain only applies for small signal analysis. Once we talk about step-response we're talking about large signal analysis.
@@HardwareNinja you mean steady-state responce, the capacitor should act the same with any input amplitude. The s-domain analysis discards initial responce behavior.
Capacitor will integrate the input current if input current is square wave voltage on cap is triangular wave
it wont saturate because of capacitor rating. It would saturate because of the limit of current source. If a capacitor has voltage rating, it might get fried.
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But in real-life, the voltage doesn’t just grow infinitely right? If it doesn’t, is it because of the ESR of the capacitor?
I saw you on DBD
Thanks for the support!
What's DBD? :)