Two smooth horizontal parallel conducting rails are connected with a capacitor and a resistor at the two ends as shown. A uniform conducting rod PQ of mass 'm' and length 'l' is dragged with a constant horizontal force 'F'. The terminal velocity aquired by the conducting rod is

A conducting rod MN of mass m and length 'l' is placed on parallel smooth conducting rails connected to an uncharged capacitor of capacitance C and a battery of emf epsilon as shown. A uniform magnetic field B is existing perpendicular to the plane of the rails. The steady state velocity acquired by the conducting rod MN after closing switch S is (neglect the resistance of the parallel rails and the conducting rod)

A conducting rod MN of mass m and length 'l' is placed on parallel smooth conducting rails connected to an uncharged capacitor of capacitance C and a battery of emf epsilon as shown. A uniform magnetic field B is existing perpendicular to the plane of the rails. The steady state velocity acquired by the conducting rod MN after closing switch S is (neglect the resistance of the parallel rails and the conducting rod)

A conducting rod with resistance r per unit length is moving inside a vertical magnetic field B with speed v on two smooth horizontal parallel ideal conducting rails. The end of the rails are connected to a resistor R. the separation between the rails is d. The rod maintains a tilted angle theta to the rail. Find the external force F required to keep the rod moving

Two parallel long smooth conducting rails separated by a distance l are connected by a movable conducting connector of mass m . Terminals of the rails are connected by the resistor R and the capacitor C as shown in figure. A uniform magnetic field B perpendicular to the plane of the rail is switched on. The connector is dragged by a constant force F . Find the speed of the connector as a function of time if the force F is applied at t = 0 . Also find the terminal velocity of the connector.

Two parallel long smooth conducting rails separated by a distance l are connected by a movable conducting connector of mass m . Terminals of the rails are connected by the resistor R and the capacitor C as shown in figure. A uniform magnetic field B perpendicular to the plane of the rail is switched on. The connector is dragged by a constant force F . Find the speed of the connector as a function of time if the force F is applied at t = 0 . Also find the terminal velocity of the connector.

As shown in figure, the two parallel conducting rails, in a horizontal plane, are connected at one end by an inductor of inductance L. A slider (metallic) of mass m, is imparted a Velocity v_(0) , upon the rails, as shown in figure. The period of oscillation of the conducting rod is

As shown in figure, the two parallel conducting rails, in a horizontal plane, are connected at one end by an inductor of inductance L. A slider (metallic) of mass m, is imparted a Velocity v_(0) , upon the rails, as shown in figure. The period of oscillation of the conducting rod is