Question
Two bar magnets are moving rapidly towards a metallic loop joined across a capacitor C as shown in the figure. What is the polarity of the capacitor?
Image

Answer

Plane of the loop towards the north pole of the magnet (1) should act like a north pole and the plane towards south pole of magnet (2) should behave as a south pole so that as per Lenz's law induced currents in the loop can repel the motion of the magnets towards it.
On seeing from magnet (1) the direction of current in the loop should be from A to B (anticlockwise) and when seen from magnet (2), the direction of current flow will be clockwise. Hence, plate A of capacitor C will be at positive potential with respect to plate B. Hence plate A will be at positive potential and plate $B$ will be at negative potential.

Need a full question paper?

Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.

Start Generating Free

Similar questions

Explain the lateral shift for a ray refracted from a glass slab with parallel sides.
How the radii of different stable orbits are related to principal quantum number?
$P$ and $Q$ are two identical charged particles each of mass $4 \times 10^{-26} \ kg$ and charge $4.8 \times 10^{-19} C$, each moving with the same speed of $2.4 \times 10^5 m / s$ as shown in the figure. The two particles are equidistant $(0.5 m)$ from the vertical $Y -$ axis. At some instant, a magnetic field $B$ is switched on so that the two particles undergo head $-$ on collision.

Image
Find $–$
$(I)$ the direction of the magnetic field and
$(II)$ the magnitude of the magnetic field applied in the region.
Draw and explain the output waveform across the load resistor R, if the input waveform is as shown in the given figure.
A beam of alpha particles and protons enters a uniform magnetic field with same speed. Calculate the ratio between their radii of circular path in magnetic field.
A small sphere of radius $r_1$ and charge $q_1$ is enclosed by a spherical shell of radius $r_2$ and charge $q_2.$ Show that if $q_1$ is positive, charge will necessarily flow from the sphere to the shell $($when the two are connected by a wire$)$ no matter what the charge $q_2$ on the shell is.
Write the principle of MODEM in brief.
A cell of emf ‘E’ and internal resistance ‘r’ is connected across a variable resistor ‘R’. Plot a graph showing the variation of terminal potential ‘V’ with resistance R. Predict from the graph the condition under which ‘V’ becomes equal to ‘E’.
Write the principle of capacitor.
Find the dimensions of:
  1. Angular speed $\omega.$
  2. Angular acceleration $\alpha.$
  3. Torque $\tau$ and
  4. Moment of interia I.
Some of the equations involving these quantities are$\omega=\frac{\theta_2-\theta_1}{\text{t}_2-\text{t}_1},\alpha=\frac{\omega_2-\omega_1}{\text{t}_2-\text{t}_1},\tau=\text{F.r}$ and $\text{I = mr}^2.$
The symbols have standard meanings.