Home
Class 12
PHYSICS
Two capacitors of capacitances 2C and C ...

Two capacitors of capacitances `2C` and `C` are connected in series with an inductor of inductance `L`. Initially, capacitors have charge such that `V_B - V_A = 4V_0` and `V_C- V_D = V_0`. Initial current in the circuit is zero. Find

(a) maximum current that will flow in the circuit,
(b) potential difference across each capacitor at that instant,
(c) equation of current flowing towards left in the inductor.

Promotional Banner

Similar Questions

Explore conceptually related problems

In the circuit shown, the potential difference across the 3muF capacitor is V and the equivalent capacitance between A and B is C Then:

Two capacitors of capacitance C and 3C are charged to potential difference V_(0) and 2V_(0) , respectively, and connected to an inductor of inductance L as shows in Fig. Initially, the current in the inductor is zero. Now, switch S is closed. The maximum current in the inductor is

Two capacitors of capacitance C and 3C are charged to potential difference V_(0) and 2V_(0) respectively, and connected to an inductor of inductance L as shown in figure. Initially the current in the inductor is zero. Now, the switch S is closed. The maximum current in the indcutor is :

Two capacitors of capacitance C and 3C are charged to potential difference V_(0) and 2V_(0) respectively, and connected to an inductor of inductance L as shown in figure. Initially the current in the inductor is zero. Now, the switch S is closed. Potential difference across capacitor of capacitance C when the current in the cirucit is maximum is

Two capacitors of capacitance C and 3C are charged to potential difference V_(0) and 2V_(0) respectively, and connected to an inductor of inductance L as shown in figure. Initially the current in the inductor is zero. Now, the switch S is closed. Potential difference across capacitor of capacitance 3C when the current in the cirucit is maximum is :

Two capacitors of capacitance C and 3C are charged to potential difference V_(0) and 2V_(0) , respectively, and connected to an inductor of inductance L as shows in Fig. Initially, the current in the inductor is zero. Now, switch S is closed. Potential difference across capacitor of capacitance 3C when the current in the circuit is maximum is

Two capacitors of capacitance C and 3C are charged to potential difference V_(0) and 2V_(0) , respectively, and connected to an inductor of inductance L as shows in Fig. Initially, the current in the inductor is zero. Now, switch S is closed. Potential difference across capacitor of capacitance C when the current in the circuit is maximum is