2. An electric dipole p is at a distance h above an infinite, grounded conducting plane and points perpendicular to it as shown in the figure. h = 0 a) Use the method of images to find the surface density of charge on the conductor, ơ , as a function of the distance p to the dipole axis. Think of the dipole as two equal and opposite point charges in order to find the location and position of the image. b) Calculate the total charge induced on the conducting plane. c) Calculate the force exerted by the plane on the dipole.
2. An electric dipole p is at a distance h above an infinite, grounded conducting plane and points perpendicular to it as shown in the figure. h = 0 a) Use the method of images to find the surface density of charge on the conductor, ơ , as a function of the distance p to the dipole axis. Think of the dipole as two equal and opposite point charges in order to find the location and position of the image. b) Calculate the total charge induced on the conducting plane. c) Calculate the force exerted by the plane on the dipole.
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Transcribed Image Text:2. An electric dipole p is at a distance h above an infinite, grounded conducting plane and
points perpendicular to it as shown in the figure.
h
O = 0
a) Use the method of images to find the surface density of charge on the conductor, o , as a
function of the distance p to the dipole axis. Think of the dipole as two equal and opposite
point charges in order to find the location and position of the image.
b) Calculate the total charge induced on the conducting plane.
c) Calculate the force exerted by the plane on the dipole.
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