Two infinite, straight, parallel wires, each carrying current I in the same direction, are coincident with the lines (1, 0, z) and (1, 0, z) In addition, there is a large external field B 0 B 0 z An atom (mass M) whose magnetic dipole moment m 0 is always anti parallel to the local magnetic field direction can be trapped at the origin What is the approximate frequency of small oscillations in the vicinity of the origin

Question: Two infinite, straight, parallel wires, each carrying current I in the same direction, are coincident with the lines (1, 0, z) and (1, 0, z).

Two infinite, straight, parallel wires, each carrying current I in the same direction, are coincident with the lines (1, 0, z) and (−1, 0, z). In addition, there is a large external field B₀ = B₀ ẑ. An atom (mass M) whose magnetic dipole moment m₀ is always anti-parallel to the local magnetic field direction can be trapped at the origin. What is the approximate frequency of small oscillations in the vicinity of the origin?

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The magnetic field from a wire at the origin is HOI HOI 2p 3xT so if a oI2 the total magn... View full answer

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