논문
Quantum states with continuous spectrum for the time-dependent harmonic oscillator with a singular perturbation
- 저자JEONG RYEOL CHOI and JUN-YOUNG OH
- 학술지Modern Physics Letters B 21/10
- 등재유형
- 게재일자(2007)
The quantum states with continuous spectrum for the time-dependent harmonic oscillator perturbed by a singularity are investigated. This system does not oscillate while the system that has discrete energy eigenvalue does. Exact wave functions satisfying the Schrödinger equation for the system are derived using invariant operator and unitary operator together.
The quantum states with continuous spectrum for the time-dependent harmonic oscillator perturbed by a singularity are investigated. This system does not oscillate while the system that has discrete energy eigenvalue does. Exact wave functions satisfying the Schrödinger equation for the system are derived using invariant operator and unitary operator together.
