Squeezing of even and odd generalized coherent states of non-harmonic oscillator in a finite-dimensional Hilbert space;

Discussion on rotating trap of two-dimensional harmonic oscillator

The principle of operation and design of the harmonic oscillator was introduced and the factors influencing the etching quality of the harmonic oscillator were analyzed in detail.

Even and odd generalized qs-coherent states of non-harmonic oscillator and their quantum statistics properties;

Nonclassical properties of superposition of eigenstates of the higher powers of annihilation operator of a non-harmonic oscillator;

The solution of the energy of non-harmonic oscillator by coherent state;

The energy change principle of anharmonic vibrator with the aviation of outer force is discussed.

Generalized Klauder-Perelomov coherent state of the anharmonic oscillator and their properties;

In this paper, we calculate the energy eigenvalue of a class of anharmonic oscillators by means of the self-consistent approximation.

It is shown that the possible higher squeezing order of the superposition state β >+e i φ β e i δ > of the generalized coherent states of the q deformed non harmonic oscillator can be expressed as k ≠2π n/δ ,with n an integer and δ the phase difference between the two generalized coherent states.

Quantum statistic properties of the eigenstates of the annihilation operator b N - (N≥2) of an non harmonic oscillator are studied.

Generalized Coherent States of Non Harmonic Oscillator and Generalized Coherent States of two Dimensional Harmonic Oscillator are investigated.

The homotopy analysis is performed for the Duffing-harmonic oscillator.