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Chapter 42: Atomic Physics

Expert-verified
Physics For Scientists & Engineers
Pages: 1296 - 1339
Physics For Scientists & Engineers

Physics For Scientists & Engineers

Book edition 9th Edition
Author(s) Raymond A. Serway, John W. Jewett
Pages 1624 pages
ISBN 9781133947271

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Illustration

5 Questions for Chapter 42: Atomic Physics

  1. Prove that the normalization constant of the 2p radial wave function of the hydrogen atom is role="math" localid="1648539400931" 24πaB3-12, as shown in Equations41.7.

    Found on Page 1300

  2. a. Calculate and graph the hydrogen radial wave function R2p(r)over the interval 0≤r≤8aBA.

    Found on Page 1296

  3. Prove that the radial probability density peaks at r=aB for the 1s state of hydrogen.

    Found on Page 1296

  4. II In general, an atom can have both orbital angular momentum and spin angular momentum. The total angular momentum is defined to be J→=L→+S→. The total angular momentum is quantized in the same way as L→and S→. That is, J=jj+1h, where jis the total angular momentum quantum number. The z- component of J→is Jz=Lz+Sz=mjh, where mjgoes in integer steps from -jto +j. Consider a hydrogen atom in a pstate, with l=1

    Found on Page 1296

  5. a. What downward transitions are possible for a sodium atom in the 6sstate?

    Found on Page 1296

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