影响场 meaning in Chinese
influence field
Examples
- We can get the conclusion that the average values of the momenta and the kinetic energies of the system depend on the interaction time
文中得出的另一个重要结论是，对场外原子的操控会影响场内原子的状态。 - That is to say , high frequency modulational field radiated from the antenna system of moving bodies influents the charge distribution in plasma , while the disturbance of the charge distribution influents the field conversely
也就是说，在压缩区内，飞行体天线辐射出的高频调制场，影响着等离子体中的电荷分布，而电荷分布的扰动又反过来影响场量。 - Firstly , i have expounded natural and social culture factors of this area which influence the material space environment , then sum up the character of the market town ' s overall space which has close ties of texture . the space background of the market town ' s texture made up of the tow factors above
文章先对影响场镇物质空间环境的本地区自然环境和社会文化环境进行阐述，再归纳出和肌理有密切联系的场镇总体空间形态特征，二者构成影响肌理形成的空间背景。 - Adopting this model , we analyze the seismic hazard near the chelungpu fault that generated the chi - chi ( jiji ) earthquake with magnitude 7 . 6 and the following conclusions are reached . this model is reasonable on the base of focal mechanism , especially for sites near potential earthquakes with large magnitude ; the attitudes of potential rupture surfaces have great influence on the results of probabilistic seismic hazard analysis and seismic zoning
结果表明：采用潜在地震破裂面源模型是合理的，因为它可以模拟地震破裂面与地震动影响场的三维展布特征，尤其适用于较大震级地震的近场区域；潜在地震破裂面源的大小、产状，对近震源场点的地震危险性分析和地震区划结果有明显的控制影响。 - In the non - resonant interaction system , the detuning lengthens the cycle of collapse - and - reclaim of the atomic rabi oscillation , induces steady nonclassical correlation and affects the photon statistical properties . with increasing the photon difference of the two - mode cavities , the influences of the detuning on them become weak , at the same time , kerr effects become evident and make the correlation and photon statistical properties steady . the detuning makes the influence of initial atomic state on the cavity 1 weak and on the cavity 2 strong
在非共振作用系统中，失谐量将延长原子rabi振荡崩塌与复苏的周期，使两模关联趋于恒定的非经典相关，影响场模光子数的统计分布；当su ( 1 ， 1 )场两模间的光子数之差增大时，失谐量对光子数的统计分布、两模关联的影响将变得更弱，此时kerr效应的影响变得明显，即两模的关联性和光子数的统计分布趋于稳定；此外，场模失谐量将减弱原子初态对模场1的影响而增大对模场2的影响。