The hyperfine splitting of the ground state in the Hydrogen ato... | Filo
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The hyperfine splitting of the ground state in the Hydrogen ato... | Filo
Solution For The hyperfine splitting of the ground state in the Hydrogen atom is due to the interaction of the electron spin and the proton spin and c
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Hyperfine structure When studied by means of high-resolution spectroscopy, the resonance line 4  s^2  S1 / 2-4 p^2 P1 / 2 of naturally-occurring potassium consists of four components with spacings and intensity ratios as shown in the following diagram.Natural potassium is a mixture of ^39  K and ^41  K in the ratio 14: 1. Explain the origin of the structure, and deduce the nuclear spins and the ratio of the magnetic moments of the two isotopes. | Numerade
Hyperfine structure When studied by means of high-resolution spectroscopy, the resonance line 4  s^2  S1 / 2-4 p^2 P1 / 2 of naturally-occurring potassium consists of four components with spacings and intensity ratios as shown in the following diagram.Natural potassium is a mixture of ^39  K and ^41  K in the ratio 14: 1. Explain the origin of the structure, and deduce the nuclear spins and the ratio of the magnetic moments of the two isotopes. | Numerade
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SOLVED:By appropriate modification of the hydrogen formula, determine the hyperfine splitting in the ground state of (a) muonic hydrogen (in which a muon-same charge and g -factor as the electron, but 207 times the mass substitutes for the electron), (b) positronium (in which a positron-same mass and g -factor as the electron, but opposite charge- substitutes for the proton), and (c) muonium (in which an anti-muon-same mass and g -factor as a muon, but opposite charge-substitutes for the proton)
SOLVED:By appropriate modification of the hydrogen formula, determine the hyperfine splitting in the ground state of (a) muonic hydrogen (in which a muon-same charge and g -factor as the electron, but 207 times the mass substitutes for the electron), (b) positronium (in which a positron-same mass and g -factor as the electron, but opposite charge- substitutes for the proton), and (c) muonium (in which an anti-muon-same mass and g -factor as a muon, but opposite charge-substitutes for the proton)
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SOLVED:By appropriate modification of the hydrogen formula, determine the hyperfine splitting in the ground state of (a) muonic hydrogen (in which a muon-same charge and g -factor as the electron, but 207 times the mass substitutes for the electron), (b) positronium (in which a positron-same mass and g -factor as the electron, but opposite charge- substitutes for the proton), and (c) muonium (in which an anti-muon-same mass and g -factor as a muon, but opposite charge-substitutes for the proton)
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