The results show that the geometric phasecan be effected by the Stark shift.
结果表明，几何相位和动力学相位都依赖于斯达克移动量。
Results show that the less the Stark shift is, which will weaken the interaction between the field and atom, and the higher the fidelities of the three systems are.
平均光子数越大，原子和光场的相互作用就越强，系统和原子的保真度就越小。
The two-photon equation of state including dynamical Stark shift and relaxation parameters is obtained and studied under mean-field approximation.
在平均场近似下求出的状态方程包含了动态斯塔克效应及弛豫时间参数。
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