Given that the Bohr energy of a hydrogen atom is proportional to the reduced mass of the system. Then
the ground state energy of the positronium (positron-electron system) is approximately equal to
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Answer:
Bohr’s Model of the Atom: Positronium
Problem 3.35, page 141
Positronium is a hydrogen-like atom consisting of a positron (a positively charged electron) and an electron
revolving around each other.
• Using the Bohr model, find the allowed radii (relative to the center of mass of the two particles) and the
allowed energies of the system. Use the concept of reduced mass in solving the problem.
Solution
Eqs. (22) and (23) with m = mN = me and Z = 1 give the Bohr model values for the allowed radii rn and
energies En of positronium:
rn = 105.8n
2 pm
En = −
6.79
n2
eV
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