1. In the Bohr model of a hydrogen atom, an electron spins at constant a distance of 103 A° from a proton, what will be its velocity and it value of wave vector.

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Chapter10: Atomic Physics
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1. In the Bohr model of a hydrogen atom, an electron spins at constant a distance of 103 A°
from a proton, what will be its velocity and it value of wave vector.
2. Give expressions which determine the most probable position for the electron in region of
space.
3. In the Bohr model of a hydrogen atom, electron revolving in the second excited state. If
the electron drops into ground state, calculate:
a- The wavelength of the emitted photons.
b- The angular momentum of the electron in the second excited state.
c- The minimum possible lifetime.
4. An electron revolving in the fourth excited hydrogen atom drops into second state and
then to the ground state, calculate:
a- The shortest wavelength of the emitted photons (using Rydberg equation).
b- The minimum possible lifetime to achieve these transitions.
5. Find the probability of electron with life time 10-8 sec at time 5 sec.
Transcribed Image Text:1. In the Bohr model of a hydrogen atom, an electron spins at constant a distance of 103 A° from a proton, what will be its velocity and it value of wave vector. 2. Give expressions which determine the most probable position for the electron in region of space. 3. In the Bohr model of a hydrogen atom, electron revolving in the second excited state. If the electron drops into ground state, calculate: a- The wavelength of the emitted photons. b- The angular momentum of the electron in the second excited state. c- The minimum possible lifetime. 4. An electron revolving in the fourth excited hydrogen atom drops into second state and then to the ground state, calculate: a- The shortest wavelength of the emitted photons (using Rydberg equation). b- The minimum possible lifetime to achieve these transitions. 5. Find the probability of electron with life time 10-8 sec at time 5 sec.
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