Electric Field Due to a Dipole at a General Point in Space
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Q. The Gaussian surface for calculating the electric field due to a charge distribution is :
- Any closed surface around the charge distribution.
- A cylindrical surface.
- A spherical surface.
- A closed surface at every point of which electric field has a normal component which is zero or a fixed value.
Q. The magnitude of the electric field at a distance r far away along the axis from an electric dipole is E. Find the magnitude of the electric field at distance 2r along the perpendicular bisector of the dipole.
- E/16
- E/12
- E/8
- E/10
Q. A point dipole of dipole moment p is placed along y-axis, a point charge is placed at x-axis at distance r from point dipole, find net force on dipole due to point charge.
- 2kpr3q0^j
- kpr3q0^j
- kpr3q0^j
- zero because total charge on dipole is zero.
Q. A hollow sphere contains a dipole with dipole moment 10 C-m and each charge having a magnitude of 100 C. The net flux crossing through the surface of the shell is?
- 100ε0
- 200ε0
- Zero
- Data Insufficient
Q. An electric dipole is placed at an angle of 30∘ with an electric field intensity 2×105 N/C. It experiences a torque equal to 4 Nm. The charge on the dipole, if the dipole length is 2 cm is:
- 5 mC
- 2 mC
- 7 μC
- 8 mC
Q. The electric field due to a dipole at a distance r on its axis is
- Directly proportional to r3
- Inversely proportional to r3
- Directly proportional to r2
- Inversely proportional to r2
Q. A dipole is placed at the centre of a non-conducting spherical shell of radius r. If the shell is uniformly charged by a surface charge density σ, then the interaction energy of dipole and the shell is
(The dipole moment is p)
(The dipole moment is p)
- zero
- pσϵ0r
- pσ4ϵ0
- pσϵ0r2
Q. A hollow sphere contains a dipole with dipole moment 10 C-m and each charge having a magnitude of 100 C. The net flux crossing through the surface of the shell is?
- 100ε0
- 200ε0
- Zero
- Data Insufficient
Q. The distance between the two charges +q and -q of a dipole is r. On the axial line at a distance d from the centre of dipole, the intensity is proportional to
- qd2
- qrd2
- qd3
- qrd3