What is a uniformly charged solid sphere?

A uniformly charged solid sphere or radius R has potential V 0 measured with respect to ∞ on its surface. For this sphere, the equipotential surfaces with potentials 3 V 0/2, 5 V 0/4, 3 V 0/4, V 0/4 have radius R 1, R 2, R 3 and R 4 respectively.

What is the electric field due to a charged solid sphere?

If point P is placed inside the solid conducting sphere then electric field intensity will be zero at that point because the charge is distributed uniformly on the surface of the solid sphere so there will not be any charge on the Gaussian surface and electric flux will be zero inside the solid sphere. i.e.

Are uniformly charged conducting sphere?

A uniformly charged conducting sphere of 2.4m diameter has a surface density of 80.0 mu C/m^(2). (a) Find the charge on the sphere (b) What is the total electric flux leaving the surface of the sphere? Hence, the charge on the sphere is 1.447×10−3 C.

What are the equipotential surfaces of the uniformly charged sphere?

For an isolated point charge, the equipotential surface is a sphere. i.e. concentric spheres around the point charge are different equipotential surfaces. In a uniform electric field, any plane normal to the field direction is an equipotential surface.

What is the magnetic dipole moment of the sphere?

Magnetic dipole moment of a rotating sphere with given volume charge. A charge q is uniformly distributed over the volume of a uniform ball of mass m and radius R which rotates with an angular velocity ω about the axis passing through its centre.

Where is the maximum electric field in a uniformly charged sphere?

So it is proportional to 1 over r2 outside of the sphere, and it is proportional to r inside of the sphere. As you can see, the maximum value of the electric field occurs when little r becomes equal to the radius of the distribution and, at that point, the value of electric field is Q over 4πε0 big R2.

What is the total flux leaving the surface of the sphere?

(b) What is the total electric flux leaving the surface of the sphere? Therefore, the charge on the sphere is 1.447 × 10−3 C. Therefore, the total electric flux leaving the surface of the sphere is 1.63 × 108 N C−1 m2.

What is the net charge on a conducting sphere of radius 10cm?

Therefore, the net charge on the sphere is 6.67 nC.

What is the charge on the sphere?

Gauss’ law tells us that the electric field inside the sphere is zero, and the electric field outside the sphere is the same as the field from a point charge with a net charge of Q. This result is true for a solid or hollow sphere. So we can say: The electric field is zero inside a conducting sphere.

What is meant by equipotential surfaces?

An equipotential surface is the collection of points in space that are all at the same potential. Equipotential lines are the two-dimensional representation of equipotential surfaces. Equipotential surfaces are always perpendicular to electric field lines. Conductors in static equilibrium are equipotential surfaces.