模叠加 meaning in Chinese
addition of modes
Examples
- Results the general expressions of equal - power high - power nonlinear difference squeezing in the multimode state light field with any amount of states superposing was given
结果给出了任意多态叠加多模叠加态光场的广义非线性等幂次高次差压缩的一般表达式。 - Aim to find out the squeezing conditions theoretically and the properties of equal - power nonlinear difference squeezing in multimode radiation field with any amount of states superposing studied
摘要目的研究任意多态叠加多模叠加态光场的广义非线性等幂次差压缩特性，从理论上导出该光场呈现高次差压缩的条件。 - Lastly , it is the material of ampli fier part of system that contains the high - o rder dispersion . excepting mentioned above , on the research of quantum optics field , a new model of mu1ti - mode superposition 1 ight field which is made of two quantum stat es is constrricted and studied in detail lising the theory of multi - mode squeezed stat e , and some important results are attained
另外，在量子光学范畴的研究工作中，构造了一种新型的两态叠加多模叠加态光场，应用多模辐射场的广义非线性等阶高阶压缩理论对其进行研究，并得出了一系列有意义的结论。 - According to the linear superposition principle of quantum mechanics in this thesis , it is constructed the kind ( ii ) of multi - mode superposition state of differ - intensity of nonsymmetry state superposition state with distinguishable two quantum states light field composed of the linear superposition of multi - mode complex conjugation coherent state of contrary state and multi - mode imaginary conjugation coherent state of contrary state . by utilizing the theory of multi - mode squeezed states
本文根据量子力学中的线性叠加原理，构造了由多模( q模)复共轭相干态的相反态和多模虚共轭相干态的相反态这两者的线性叠加所组成的第种强度不等的非对称两态叠加多模叠加态光场，利用多模压缩态理论，对态。 - On the basis of single mode superposition states , the squeezing and quantum statistical properties in the two - mode superposition states have been studied . the influences of the photon number , photon number difference , coefficients in the states and their relative phase on these non - classical properties have also been discussed . we have compared the results in the two - mode superposition states with those in the single - mode case
在单模光子数叠加态的研究基础上，研究了双模光子数叠加态的压缩性质和量子统计性质，讨论了叠加态中粒子数、粒子数差、叠加态系数及叠加相位差对压缩性质及量子统计性质的影响，并将其结果与单模叠加态进行了比较。