Exam 40: All About Atoms

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A magnetic dipole  A magnetic dipole   is placed in a strong uniform magnetic field   The associated force e exerted on the dipole is: is placed in a strong uniform magnetic field  A magnetic dipole   is placed in a strong uniform magnetic field   The associated force e exerted on the dipole is: The associated force e exerted on the dipole is:

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The magnitude of the orbital angular momentum of an electron is what multiple of ? (ℓ is a positive integer.)

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The Einstein-de Haas experiment showed that:

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Population inversion is important for the generation of a laser beam because it assures that:

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The Pauli exclusion principle is obeyed by:

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In a Moseley graph:

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The number of states in a subshell with orbital quantum number ℓ=3 is:

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Which of the following subshells cannot exist?

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Which of the following is essential for the laser action to occur between two energy levels of an atom?

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An electron is in a quantum state for which the magnitude of the orbital angular momentum is . How many allowed values of the z component of the angular momentum are there?

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The quantum number ms is most closely associated with what property of the electron in an atom?

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A laser must be pumped to achieve:

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The electron states in an atom which constitute a single subshell all have:

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Radiation with the minimum wavelength as well as the K x-ray lines are detected for a certain target. The energy of the incident electrons is then doubled, with the result that:

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In calculating the x-ray energy levels the effective charge of the nucleus is taken to be Z - b, where Z is the atomic number. The parameter b enters because:

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The most energetic photon in a continuous x-ray spectrum has an energy approximately equal to:

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The quantity Lz is related to the quantum number mby:

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An electron in an L shell of an atom has the principal quantum number:

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In connection with x-ray emission the symbol L β\beta refers to:

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Electrons are in a two-dimensional square potential energy well with sides of length L. The potential energy is infinite at the sides and zero inside. The single-particle energies are given by , , where nx and ny are integers. At most the number of electrons that can have energy 8(h2/8mL2) is:

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