Open at l-0 A coil and a capacitor have been connected in parallel to a 12 V DC source for a long time as shown in circuit and at R 1-0 the DC source has been disconnected. If the coil has Kn C- Vot)...

I need the answer as soon as possibleOpen at l-0<br>A coil and a capacitor have been connected in parallel to a<br>12 V DC source for a long time as shown in circuit and at<br>R<br>1-0 the DC source has been disconnected. If the coil has Kn<br>C- Vot)<br>a resistance R-22 and the DC source has an internal<br>resistance Rin= 10 2. then the formula to determine the<br>L.<br>voltage across the capacitor by using the S- domain<br>calculation is :<br>-L<br>Vc(s)<br>*<br>1<br>R+ sL +<br>sC<br>sC<br>2<br>1.2L +<br>Vc(s)<br>||<br>R + sL +<br>sC<br>-<br>2<br>1.2L<br>1<br>-<br>Vc(s)<br>S<br>*<br>sC<br>R+ sL +<br>sC<br>12<br>1.2L +<br>1<br>Vc(s) =<br>S<br>*<br>1<br>R + sL +<br>sC<br>|<br>sC<br>L+<br>S<br>1<br>Vc(s) =<br>*<br>1<br>R+ sL +<br>sC<br>sC<br>

Extracted text: Open at l-0 A coil and a capacitor have been connected in parallel to a 12 V DC source for a long time as shown in circuit and at R 1-0 the DC source has been disconnected. If the coil has Kn C- Vot) a resistance R-22 and the DC source has an internal resistance Rin= 10 2. then the formula to determine the L. voltage across the capacitor by using the S- domain calculation is : -L Vc(s) * 1 R+ sL + sC sC 2 1.2L + Vc(s) || R + sL + sC - 2 1.2L 1 - Vc(s) S * sC R+ sL + sC 12 1.2L + 1 Vc(s) = S * 1 R + sL + sC | sC L+ S 1 Vc(s) = * 1 R+ sL + sC sC

Jun 11, 2022
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