Exam 32: Maxwells Equations; Magnetism of Matter

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Magnetic dipole X is fixed and dipole Y is free to move.Dipole Y will initially: Magnetic dipole X is fixed and dipole Y is free to move.Dipole Y will initially:

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Which of the following equations, along with a symmetry argument, can be used to calculate the magnetic field produced by a uniform time-varying electric field?

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A paramagnetic substance, in an external magnetic field, is thermally isolated.The field is then removed.As a result:

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Four closed surfaces are shown, each with circular top and bottom faces and curved sides.The areas Atop and Abot of the top and bottom faces and the magnitudes Btop and Bbot of the uniform magnetic fields through the top and bottom faces are given.The fields are perpendicular to the faces and are either inward or outward.Rank the surfaces according to the magnitude of the magnetic flux through the curved sides, least to greatest. Four closed surfaces are shown, each with circular top and bottom faces and curved sides.The areas A<sub>top</sub> and A<sub>bot</sub> of the top and bottom faces and the magnitudes B<sub>top</sub> and B<sub>bot</sub> of the uniform magnetic fields through the top and bottom faces are given.The fields are perpendicular to the faces and are either inward or outward.Rank the surfaces according to the magnitude of the magnetic flux through the curved sides, least to greatest.

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The diagram shows two small diamagnetic spheres, one near each end of a bar magnet.Which of the following statements is true? The diagram shows two small diamagnetic spheres, one near each end of a bar magnet.Which of the following statements is true?

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Suppose you are looking into one end of a long cylindrical tube in which there is a uniform electric field, pointing away from you.If the magnitude of the field is decreasing with time the field lines of the induced magnetic field are:

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If If   is the orbital angular momentum of an electron, the magnetic dipole moment associated with its orbital motion: is the orbital angular momentum of an electron, the magnetic dipole moment associated with its orbital motion:

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Lenz' law can explain:

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A 1.2-m radius cylindrical region contains a uniform electric field along the cylinder axis.It is increasing uniformly with time.To obtain a total displacement current of 2.0*10 - 9 A through a cross section of the region, the magnitude of the electric field should change at a rate of:

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The diagram shows the spin angular momentum vectors of two electrons and two protons in the same external magnetic field.The field points upward in the diagram.Rank the situations according to the potential energy, least to greatest. The diagram shows the spin angular momentum vectors of two electrons and two protons in the same external magnetic field.The field points upward in the diagram.Rank the situations according to the potential energy, least to greatest.

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The magnetic properties of materials stem chiefly from:

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A paramagnetic substance is placed in a weak magnetic field and its absolute temperature T is increased.As a result, its magnetization:

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If an electron has zero orbital angular momentum, the magnitude of its magnetic dipole moment equals:

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Two of Maxwell's equations contain a path integral on the left side and an area integral on the right.Suppose the area is the surface of a piece of paper at which you are looking and Two of Maxwell's equations contain a path integral on the left side and an area integral on the right.Suppose the area is the surface of a piece of paper at which you are looking and   is chosen to point toward you.Then, the path integral is: is chosen to point toward you.Then, the path integral is:

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Gauss' law for magnetism:

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One of the crucial facts upon which the Maxwell equations are based is:

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Gauss' law for magnetism, Gauss' law for magnetism,   , tells us: , tells us:

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The potential energy of a magnetic dipole in an external magnetic field is least when:

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An unmagnetized steel bar is placed inside a solenoid.As the current in the solenoid is slowly increased from zero to some large value, the magnetization of the bar:

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The magnitude of the Bohr magneton is about:

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