Analyze the Zeeman effect for the n = 3 states of hydrogen, in the weak, strong, and
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Analyze the Zeeman effect for the n = 3 states of hydrogen, in the weak, strong, and intermediate field regimes. Construct a table of energies (analogous to Table 7.2), plot them as functions of the external field (as in Figure 7.11), and check that the intermediate-field results reduce properly in the two limiting cases.
for any vector operator V (and L + 2S is a vector operator).
Table 7.2: Energy levels for the n = 2 states of hydrogen, with fine structure and Zeeman splitting.
Figure 7.11: Zeeman splitting of the n = 2 states of hydrogen, in the weak, intermediate, and strong field regimes.
Transcribed Image Text:
(₁|v²|j₁)=C, VIA mjom';
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There are eighteen n 3 states in general 2n 2 INTERMEDIATE FIELD As in the book Ill use the basis n ...View the full answer
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Related Book For
Introduction To Quantum Mechanics
ISBN: 9781107189638
3rd Edition
Authors: David J. Griffiths, Darrell F. Schroeter
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