Find out energy stored in an imaginary cubical volume of side a in front of a infinitely large non-conducting sheet of uniform charge density `sigma`.

A block having mass m and charge Q is resting on a frictionless plane at a distance d from fixed large non-conducting infinite sheet of uniform charge density -sigma as shown in Figure. Assuming that collision of the block with the sheet is perfectly elastic, find the time period of oscillatory motion of the block. Is it SHM ?

Electric field due to an infinite non-conducting sheet of surface charge density sigma , at a distance r from it is

Electric field due to an infinite non-conducting sheet of surface charge density sigma , at a distance r from it is

A small charged particle of mass m and charge q is suspended by an insulated thread in front of a very large conducting charged sheet of uniform surface density of charge sigma . The angle made by the thread with the vertical in equilibrium is

Determine and draw the graph of electric field due to infinitely large non-conducting sheet of thickness t and uniform volume charge density rho as a function of distance x from its symmetry plane. (a) x lt t/2 (b) x ge t/2

Determine and draw the graph of electric field due to infinitely large non-conducting sheet of thickness t and uniform volume charge density rho as a function of distance x from its symmetry plane. (a) x lt t/2 (b) x ge t/2

Use Gauss' theorem to find the electric field due to a uniformly charged infinitely large plane thin sheet with surface charge density sigma .

A small charged particle of mass ‘m’ and charge q is suspended by an insulated thread in front of a very large conducting charged sheet of surface density of charge sigma . The angle made by the thread with the vertical in equilibrium is

Repeat the question if sphere is a hollow non-conducting sphere of radius R and has uniform surface charge density sigma .

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 .