Home
Class 12
PHYSICS
A large insulating thick sheet of thickn...

A large insulating thick sheet of thickness `2`d is charged with a Wliforrn volume charge density p. A particle of mass m, carrying a charge q having a sign opposite to that of the sheet, is released from the surface of the sheet. The sheet does not offer any mechanical resistance to the motion of the particle. Find the oscillation frequency v of the particle inside the sheet

Promotional Banner

Similar Questions

Explore conceptually related problems

A large insulating thick sheet of thickness 2 d is charged with a uniform volume charge density p. A particle of mass m, carrying a charge q having a sign opposite to that of the sheet, is released from the surface of the sheet. The sheet does not offer any mechanical resistance to the motion of the particle. Find the oscillation frequency v of the particle inside the sheet

An infinite plane sheet of positive charge has surface charge density sigma . A metallic ball of mass m and charge +Q is attached to a thred and is tied to a point A on the sheet PQ . The angle theta made by the string with plane sheet is in equilibrium is

In the figure shown there is a large sheet of charge of uniform surface charge density 'sigma' .A charge particle of charge '-q' and mass 'm' is projected from a point A on the sheet with a speed 'u' with the angle of projection such that it lands at maximum distance from A on the sheet. Neglecting gravity, find the time flight

In the figure shown there is a large sheet of charge of uniform surface charge density 'sigma' .A charge particle of charge '-q' and mass 'm' is projected from a point A on the sheet with a speed 'u' with the angle of projection such that it lands at maximum distance from A on the sheet. Neglecting gravity, find the time flight

Consider the situation described in the previous example. A particle of mass m having a charge q is placed at a distance d from the metal sheet and is projected towards it. Find the maximum velocity of projection for which the particle does not hit the sheet.

Consider the situation described in the previous example. A particle of mass m having a charge q is placed at a distance d from the metal sheet and is projected towards it. Find the maximum velocity of projection for which the particle does not hit the sheet.

Consider the situation described in the previous example. A particle of mass m having a charge q is placed at a distance d from the metal sheet and is projected towards it. Find the maximum velocity of projection for which the particle does not hit the sheet.

An infinitely large non-conducting sheet of thickness t and uniform volume charge density rho is given in which left half og the sheet contains charge density rho and right half contains charge density. Find the electric field at the symmetry plane of this sheet

A particle of mass M and negative charge q is thrown in a gravity free space with speedd u from the point A on the large non conducting charged sheet with surface charge density (sigma), as shown in figure, Find the maximum distance from A on sheet where the rparticle can strike .

A positivley charged infinite plane sheet has surface charge density alphac/m^2 . A metalic ball of mass m and charge Q is suspended by an insulated thread from the sheet. What will be the angle with the verticle sheet at the equilibrium condition? What quanity is dipole? Either scalar or vector?