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Добавлен 2 апр 2023
Electric Field due to Circular Charge Ring on its Axis ll Ch-1 Electric Charges and Field ll Class12
The electric field due to a uniformly charged circular ring has the following properties:
Symmetry: The electric field is symmetric about the ring's axis.
Magnitude: The field strength is affected by the charge, the ring's radius, and the distance of the observation point.
Direction: Along the axis, the field points either towards or away from the ring depending on the charge's sign.
Center: The electric field strength at the center of the ring is zero.
The electric field strength due to a ring of radius
Rcap R
𝑅
at a distance
xx
𝑥
from its center on the axis of the ring is given by the formula

E=14πϵ0Qx(R2+x2)3/2cap E equals the fraction with numerator 1 and denominator 4 pi epsilon sub 0 e...
Symmetry: The electric field is symmetric about the ring's axis.
Magnitude: The field strength is affected by the charge, the ring's radius, and the distance of the observation point.
Direction: Along the axis, the field points either towards or away from the ring depending on the charge's sign.
Center: The electric field strength at the center of the ring is zero.
The electric field strength due to a ring of radius
Rcap R
𝑅
at a distance
xx
𝑥
from its center on the axis of the ring is given by the formula

E=14πϵ0Qx(R2+x2)3/2cap E equals the fraction with numerator 1 and denominator 4 pi epsilon sub 0 e...
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