MSCS光场广义非线性不等幂次差压缩特性研究

Property for generalized nonlinear unequalled-power difference squeezing in multimode Schrdinger cat state light field

利用多模辐射场的广义非线性不等幂次差压缩的一般理论 ,研究了具有普遍意义的两态叠加多模薛定谔猫态 (MSCS)光场的广义非线性不等幂次差压缩特性 (即Nj 次方X压缩特性 ) .通过计算 ,求得了MSCS的Nj 次方X压缩的一般理论结果 ,为寻找压缩条件提供了理论依据 .

By utilizing the general theory on generalized nonlinear unequalled_power difference squeezing, the properties of generalized nonlinear unequalled_power difference squeezing (the properties of N j _th power X_squeezing) in the multimode Schrdinger cat state light field with the superposition of distinguishable two quantum states is firstly studied in detail. After a large of calculation the general theory result of N j _th power X_squeezing in the multimode Schrdinger cat state light field is obtained. It provides reliable theory basis for seeking squeezing conditions.