The electric field in a cubical volume is E→=E0(1+za)iˆ+E0(za)jˆ Each edge of the cube measures d
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An infinitely large layer of charge of uniform thickness t is placed normal to an existing uniform electric field. The charge on the sheet alters the electric field so that it still remains uniform on both the sides of the sheet and assumes values E1andE2 as shown in figure. The charge distribution in the layer is not uniform and depends only on the distance from its faces. Find the expressions for the force F per unit experienced by the charge layer.
31
Aug
An infinitely large layer of charge of uniform thickness t is placed normal to an existing uniform electric field. The charge on the sheet alters the electric field so that it still remains uniform on both the sides of the sheet and assumes values E1andE2 as shown in figure. The charge distribution in the layer [...]
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A sphere of radius R has a uniform volume density ρ. A spherical cavity of radius b ,
and one of the corners lies at the origin of the coordinates. Determine the net charge within the cube ,
The electric field in a cubical volume is E→=E0(1+za)iˆ+E0(za)jˆ Each edge of the cube measures d ,
whose center lies at a→ ,
A smooth chute is made in a dielectric sphere of radius R and uniform volume charge density. ρ. A charge particle of mass m and charge -q is placed at the centre of the sphere. Find the time period of motion of the particle?
31
Aug
A smooth chute is made in a dielectric sphere of radius R and uniform volume charge density. ρ. A charge particle of mass m and charge -q is placed at the centre of the sphere. Find the time period of motion of the particle? A sphere of radius R has a uniform volume density ρ. [...]
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A sphere of radius R has a uniform volume density ρ. A spherical cavity of radius b ,
and one of the corners lies at the origin of the coordinates. Determine the net charge within the cube ,
The electric field in a cubical volume is E→=E0(1+za)iˆ+E0(za)jˆ Each edge of the cube measures d ,
whose center lies at a→ ,
A sphere of radius R has a uniform volume density ρ. A spherical cavity of radius b, whose center lies at a→, is removed from the sphere. i. Find the electric field at any point inside the spherical cavity. ii. Find the electric field outside the cavity (a) at points inside the large sphere but outside the cavity and (b) at points outside the large sphere.
31
Aug
A sphere of radius R has a uniform volume density ρ. A spherical cavity of radius b, whose center lies at a→, is removed from the sphere. i. Find the electric field at any point inside the spherical cavity. ii. Find the electric field outside the cavity (a) at points inside the large sphere but [...]
Tags:
A sphere of radius R has a uniform volume density ρ. A spherical cavity of radius b ,
and one of the corners lies at the origin of the coordinates. Determine the net charge within the cube ,
The electric field in a cubical volume is E→=E0(1+za)iˆ+E0(za)jˆ Each edge of the cube measures d ,
whose center lies at a→ ,
The electric field in a cubical volume is E→=E0(1+za)iˆ+E0(za)jˆ Each edge of the cube measures d, and one of the corners lies at the origin of the coordinates. Determine the net charge within the cube
31
Aug
The electric field in a cubical volume is E→=E0(1+za)iˆ+E0(za)jˆ Each edge of the cube measures d, and one of the corners lies at the origin of the coordinates. Determine the net charge within the cube and one of the corners lies at the origin of the coordinates. Determine the net charge within the cube The [...]