EVOLUTION OF A VELOCITY-DEPENDENT FORCED QUANTUM ANHARMONIC OSCILLATOR
依赖于速度的量子受迫非简谐振子的演化

The exact solution to a velocity-dependent forced quantum anharmonic oscillator is de-rived by using the integral oprators and iteration method. The time development of the dis-placement and momentum operators of the anharmonic oscillator is given. These operators are represented as a Laplace transform and a subsequent inverse Laplace transform of suitable functionals.