| 1. | Where a H * is the mean ground state Bohr radius.
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| 2. | The unit length,, is the Bohr radius,.
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| 3. | This outer electron should be at nearly one Bohr radius from the nucleus.
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| 4. | Where a _ 0 is the Bohr radius.
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| 5. | This means that the innermost electrons orbit at approximately 1 / 4 the Bohr radius.
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| 6. | Now, the equation for the energy can be established in terms of the Bohr radius.
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| 7. | Essentially the electron orbits the donor ion within the semiconductor material at approximately the bohr radius.
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| 8. | For hydrogen atoms at low energy it is of the order of the Bohr radius squared.
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| 9. | Where a _ 0 is the Bohr radius and r _ 0 is the classical electron radius.
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| 10. | Comparing the quantum dots size to the Bohr radius of the electron and hole wave functions, 3 regimes can be defined.
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