P5. Two coaxial rings, each of radius R, made of thin wire are separated by a small distance d (d « R) and carry the charges q and -q. Find the electric field strength at the axis of the system as a function of the x coordinate. Show that this result is equivalent of an electric field of an electric dipole, which is oriented along the x axis. | d b- R.
P5. Two coaxial rings, each of radius R, made of thin wire are separated by a small distance d (d « R) and carry the charges q and -q. Find the electric field strength at the axis of the system as a function of the x coordinate. Show that this result is equivalent of an electric field of an electric dipole, which is oriented along the x axis. | d b- R.
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![P5. Two coaxial rings, each of radius R, made of
thin wire are separated by a small distance d (d « R)
and carry the charges q and -q. Find the electric field
strength at the axis of the system as a function of the
x coordinate. Show that this result is equivalent of an
electric field of an electric dipole, which is oriented
along the x axis.
AX
d
-ą
R.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F160a4688-abae-43ac-ae26-35ac77d5ff19%2F50c9df59-67f7-4697-88be-cfa58c4ffe97%2Fhsaj4gk_processed.jpeg&w=3840&q=75)
Transcribed Image Text:P5. Two coaxial rings, each of radius R, made of
thin wire are separated by a small distance d (d « R)
and carry the charges q and -q. Find the electric field
strength at the axis of the system as a function of the
x coordinate. Show that this result is equivalent of an
electric field of an electric dipole, which is oriented
along the x axis.
AX
d
-ą
R.
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