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A small current-carrying loop is located at a distance r from a long straight conductor with current I. The magnetic moment of the loop is equal to Pm. Find the magnitude and direction of the force vector applied to the loop if the vector Pm 

(a) is parallel to the straight conductor; 

(b) is oriented along the radius vector r; 

(c) coincides in direction with the magnetic field produced by the current I at the point where the loop is located.

1 Answer

+2 votes
by (69.1k points)
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Best answer

Due to the straight conductor, 

We use the formula, 

(a) The vector Pm is parallel to the straight conductor. 

because neither the direction nor the magnitude of depends on z

(b) The vector  Pm is oriented along the radius vector r

The direction of at r + dr is parallel to the direction at r. Thus only the φ component of  vector F will survive. 

(c) The vector Pm coincides in direction with the magnetic field, produced by the conductor carrying current I

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