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Dynamics of an Electron Wave Packet in a Quantum Dot Subjected to Magnetic Fields
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| Organization: | Chiba University |
| Department: | Institute of Media and Information Technology |
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| Journal of the Physical Society of Japan |
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The time evolution of a Guassian wave packet of an electron, which is confined in a quantum dot subjected to uniform magnetic fields, is analytically studied in terms of the exact Feynman kernel. The central position of the wave packet follows the classical trajectory. Although the motion of the central position is aperiodic due to its dual period, the variance of the probability density changes periodically. If the shape of the initial wave packet is the same as that of the wave function of the ground state, its shape never alters. For more general systems in which the periodic full revival of electron wave packets is realized, the characteristic of energy eigenvalues is discussed.
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