Cycle-averaged phase-space states for the harmonic and the Morse oscillators, and the corresponding uncertainty relations
Abstract
Abstract is not available.- Education, Scientific Disciplines
- Physics, Multidisciplinary
- 5-level
- Action-angle variables
- Anharmonicities
- Average energy
- Classical trajectories
- Discrete spectrum
- Harmonic oscillators
- Heisenberg uncertainty principle
- Morse oscillator
- Numerical computations
- Phase spaces
- Quantum mechanical energy
- Quantum mechanics
- Time averages
- Uncertainty relation
- WKB approximations
- Approximation theory
- Phase space methods
- Schrodinger equation
- Spectroscopy
- Oscillators (electronic)
- Education, Scientific Disciplines
- Physics, Multidisciplinary
- 5-level
- Action-angle variables
- Anharmonicities
- Average energy
- Classical trajectories
- Discrete spectrum
- Harmonic oscillators
- Heisenberg uncertainty principle
- Morse oscillator
- Numerical computations
- Phase spaces
- Quantum mechanical energy
- Quantum mechanics
- Time averages
- Uncertainty relation
- WKB approximations
- Approximation theory
- Phase space methods
- Schrodinger equation
- Spectroscopy
- Oscillators (electronic)
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Last time updated on 03/06/2016
This paper was published in DSpace@NTUA (National Technical Univ. of Athens).
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