3- In class we found that the vector potential due to a magnetic dipole moment (located at the origin) is given by Āaip (7) = 4т г2 Show, using "index gymnastics" involving e;jk, d;j, etc., that the magnetic field of a magnetic dipole can be written as Но 1 Baip (7) 43 (3(m - î)î – m), (r + 0), т:3 independent of the coordinate system used.
3- In class we found that the vector potential due to a magnetic dipole moment (located at the origin) is given by Āaip (7) = 4т г2 Show, using "index gymnastics" involving e;jk, d;j, etc., that the magnetic field of a magnetic dipole can be written as Но 1 Baip (7) 43 (3(m - î)î – m), (r + 0), т:3 independent of the coordinate system used.
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![3- In class we found that the vector potential due to a magnetic dipole moment (located at the
origin) is given by
Āaip (7) =
4т г2
Show, using "index gymnastics" involving e;jk, d;j, etc., that the magnetic field of a magnetic dipole
can be written as
Но 1
Baip (7)
43 (3(m - î)î – m),
(r + 0),
т:3
independent of the coordinate system used.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb7f01c4e-c897-4c1d-85de-ce8f15996a6b%2Fd4307c2e-fa48-453f-8bcf-8d40bed5cc30%2F8gwsrs8.png&w=3840&q=75)
Transcribed Image Text:3- In class we found that the vector potential due to a magnetic dipole moment (located at the
origin) is given by
Āaip (7) =
4т г2
Show, using "index gymnastics" involving e;jk, d;j, etc., that the magnetic field of a magnetic dipole
can be written as
Но 1
Baip (7)
43 (3(m - î)î – m),
(r + 0),
т:3
independent of the coordinate system used.
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