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Rigorous Solutions for the One-Dimensional Hartmann Potential in the Quantum Phase-Space Representation
2006
The rigorous solutions of the Schrodinger equation with the one-dimensional Hartmann potential for a particle are solved and discussed within the framework of the quantum phase space representation established by Torres-Vega and Frederick. For a simple example, the uncertainty principle for the quantum probability density functions is revealed in phase space representation.
Keywords:
- Quantum mechanics
- Method of quantum characteristics
- Quantum electrodynamics
- Quantum phase estimation algorithm
- Husimi Q representation
- Phase space formulation
- Quantum operation
- Quantum algorithm
- Optical phase space
- Quantum state
- Mathematical analysis
- Mathematics
- Quantum process
- Open quantum system
- Physics
- Probability amplitude
- Correction
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