Exam 32: Maxwells Equations; Magnetism of Matter

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

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Gauss' law for magnetism:

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A current of 1 A is used to charge a parallel plate capacitor with square plates. If the area of each plate is 0.6 m2 the displacement current through a 0.3 m2 area wholly between the capacitor plates and parallel to them is:

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The behavior of ferromagnetic domains in an applied magnetic field gives rise to:

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A 1-A current is used to charge a parallel plate capacitor. A large square piece of paper is placed between the plates and parallel to them so it sticks out on all sides. The value of the integral A 1-A current is used to charge a parallel plate capacitor. A large square piece of paper is placed between the plates and parallel to them so it sticks out on all sides. The value of the integral   around the perimeter of the paper is: around the perimeter of the paper is:

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If an electron has an orbital angular momentum with magnitude L the magnitude of the orbital contribution to its magnetic dipole moment is given by:

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

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Which of the following equations, along with a symmetry argument, can be used to calculate the magnetic field between the plates of a charging parallel plate capacitor with circular plates?

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Paramagnetism is closely associated with:

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A magnetic field parallel to the x axis with a magnitude that decreases with increasing x but does not change with y and z is impossible according to:

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The polarity of an unmarked magnet can be determined using:

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Four closed surfaces are shown. 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. 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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Ferromagnetism is closely associated with:

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A magnetic field A magnetic field   is applied to a diamagnetic substance. In the interior the magnetic field produced by the magnetic dipoles of the substance is: is applied to a diamagnetic substance. In the interior the magnetic field produced by the magnetic dipoles of the substance is:

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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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According to Gauss' law for magnetism, magnetic field lines:

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Consider the four Maxwell equations: Consider the four Maxwell equations:   Which of these must be modified if magnetic poles are discovered? Which of these must be modified if magnetic poles are discovered?

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A cylindrical region contains a uniform electric field that is parallel to the axis and is changing with time. If r is the distance from the cylinder axis the magnitude of the magnetic field outside the region is:

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The diagram shows one plate of a parallel-plate capacitor from within the capacitor. The plate is circular and has radius R. The dashed circles are four integration paths have radii of r1 = R/4, r2 = R/2, r3 =3 R/2, and r4 = 2R. Rank the paths according to the magnitude of The diagram shows one plate of a parallel-plate capacitor from within the capacitor. The plate is circular and has radius R. The dashed circles are four integration paths have radii of r<sub>1</sub> = R/4, r<sub>2</sub> = R/2, r<sub>3</sub> =3 R/2, and r<sub>4</sub> = 2R. Rank the paths according to the magnitude of   around the paths during the discharging of the capacitor, least to greatest.  around the paths during the discharging of the capacitor, least to greatest. The diagram shows one plate of a parallel-plate capacitor from within the capacitor. The plate is circular and has radius R. The dashed circles are four integration paths have radii of r<sub>1</sub> = R/4, r<sub>2</sub> = R/2, r<sub>3</sub> =3 R/2, and r<sub>4</sub> = 2R. Rank the paths according to the magnitude of   around the paths during the discharging of the capacitor, least to greatest.

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