• 这一理论解释需借助于光子

    The theoretical explanation invokes virtual photons .

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  • 这一理论解释需借助于光子

    The theoretical explanation invokes virtual photons.

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  • 量子涨落光子形式出现

    The fluctuations take the form of pairs of virtual photons.

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  • 电子纵向运动静止坐标系中,晶格等效光子

    In the reference system of the electron at rest, the crystal field is taken as virtual photon.

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  • 结果表明光子过程使原子处在激发态寿命缩短导致原子的基态漂移

    It is shown hat the process of virtual photons shortens the lifetime of atom in excitation state, and remits in drift of energy levels of the ground state of atom.

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  • 光子作沟道运动电子发生康普顿散射时,虚光子就会转化光子辐射出去

    By Compton scattering of virtual photon with relativistic electron, the virtual photon can be transformed into real photon to radiate out.

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  • 考虑电子反冲影响,利用光子相对论电子的康普顿散射理论沟道辐射进行了研究。

    Considering recoil of electron, a new theory to explain axial channelling radiation is presented based on Compton scattering of virtual photon with relativistic electron.

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  • 带电粒子加速器圆周运动时,加速器磁场可以看作周期静磁场,可以等效光子

    When charged particle does circular motion in the accelerator, the magnetic field of the accelerator can be taken as periodic, and equivalent to virtual photon.

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  • 研究压缩真空二能级原子光子跃迁相互作用系统压缩特性及虚光子过程对光场压缩特性的影响。

    The time evolution of light squeezing in the system of two-mode squeezed vacuum field interacting with a two-level atom in generalized Kerr-medium are studied by means of quantum theory.

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  • 一个实的光子可以自发地湮没

    A real or virtual photon may spontaneously annihilate.

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  • 研究了非旋波近似下双压缩真空能级原子相互作用系统光子统计性质,着重讨论了场效应光子统计性质的影响。

    The squeezing of light in the system of two mode squeezed vacuum field interacting with a two level atom within and without the rotating wave approximation by means of quantum theory is studied.

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  • 利用传输矩阵计算光子晶体能带结构和光传输特性,重点讨论介电常量负值时传输特性的影响。

    The transfer matrix method is used to calculate the band structures of 1D crystals with complex dielectric constant, in this paper, The authors put emphasis on the case of negative imaginary part.

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  • 利用传输矩阵计算光子晶体能带结构和光传输特性,重点讨论介电常量负值时传输特性的影响。

    The transfer matrix method is used to calculate the band structures of 1D crystals with complex dielectric constant, in this paper, The authors put emphasis on the case of negative imaginary part.

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