Show that the units A .m2 and J/T for the Bohr magneton are equivalent.
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Show that the units A .m2 and J/T for the Bohr magneton are
equivalent.
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- Using the magnetic moment, you found to calculate the current using µ =N I (Area). Take the radius of the circular loop as 0.01 meters in order to calculate its area. My magnetic moment is 2.00E-8 All my data is attached please find the area and currentWhat is k r x w and t?Problem 2 Show that in a current-free volume of space, a static magnetic field can never have a local maximum by considering V(B· B) · da, where S is the surface of a small volume V containing a point P in space.
- If an electron in an atom has an orbital angular momentum with m₁ = 4, what are the components (a) Lorb,z and (b) µorb,z? If the atom is in an external magnetic field that has magnitude 33 mT and is directed along the z axis, what are (c) the potential energy Uorb associated with the electron's orbital magnetic dipole moment and (d) the magnitude of the potential energy Uspin associated with the electron's spin magnetic dipole moment? If, instead, the electron has m₁ = -2, what are (e) Lorb,z, (f) Horb,z, (g) the potential energy orb associated with the electron's orbital magnetic dipole moment and (h) the magnitude of the potential energy Uspin associated with the electron's spin magnetic dipole moment? (a) Number Units (b) Number Units (c) Number i Units (d) Number Units (e) Number i Units (f) Number امل Number Hi Units Units > >A flat, square surface with side length 3.15 cm is in the xy -plane at z=0 . Calculate the magnitude of the flux through this surface produced by a magnetic field B⃗ =( 0.150 T)i^+( 0.300 T)j^−( 0.475 T)k^ . Express your answer in webers.Assume that the magnitude of the magnetic field outside a sphere of radius R is B = Bo(R/r)2, where Bo is a constant. Determine the total energy stored in the magnetic field outside the sphere and evaluate your result for Bo = 5.00x 10-5 T and R = 6.00x 106 m, values appropriate for the Earth's magnetic field.