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The Self Potential Energy of Continuous Charge Distributions

A spherical c...

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A spherical conducting thin shell of radius R given charge q .find it's total energy

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Q. A thin spherical conducting shell is uniformly charged. The electric potential energy of shell will be :

(

Charge on shell is

q_{0}

R)

Q. The electric potential energy of a uniformly charged thin spherical shell of radius 'R' having a total charge 'Q' is

Q. Two concentric thin conducting spherical shells having radius

R

2 R

are shown in figure. A charge

+ Q

is given to shell

A

- 4 Q

is given to shell

B

A

B

are connected by a thin conducting wire, then the final charge on the sphere

B

Q. Two concentric thin conducting spherical shells having radius R and 2 R are shown in figure. A charge +Q is given to shell A and -4Q is given to shell B. Now shell A and B are connected by a thin conducting wire, then amount of heat produced after connection is :

Q. A conducting sphere of radius

a

Q

on it. It is enclosed by a neutral concentric spherical shell having an inner radius

2 a

and outer radius

3 a

. Find the electrostatic energy of the system.

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