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Quantum electrodynamics of multiphoton processes: Laser physics, thermal radiation and astrophysics

机译:多光子过程的量子电动力学:激光物理学,热辐射和天体物理学

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摘要

QED description of multiphoton processes (MPP) requires special account of densities j(omega) of incident photons fluxes. The reaction rate of N -photon process in laser field is expressed via (j/j (0))(N), where j (0)=1/sigma(omega)tau(omega) is the density of reactions saturation and/or the threshold of opening new channel of reaction, sigma(omega) and tau(omega) are the cross-section of elastic scattering and its duration. The calculations lead to the known plateau in spectra of higher harmonics generations. Processes of multiphoton ionization require also determination of the duration of momentum accumulation tau(p) and reaction rate depends on its conformity with tau(N omega). The method is generalized onto temperature fields. It allows to consider phase transition of the first kind as radiative transition between two levels (gas and condensate) and to determine their thresholds as the function of temperature and latent heat; it predicts a characteristic emission of allocated latent heat. The second rich field for the MPP theory is astrophysics, in which they can explain some singularities of spectra of stars and nebulae bursts: disappearance or suppression of low-frequency parts of spectra via energy pumping into higher frequencies, narrowing of lines, etc. MPP of higher harmonics generation and pairs birth are possible also on vacuum loops.
机译:QED对多光子过程(MPP)的描述需要特别考虑入射光子通量的密度j(ω)。激光场中N光子过程的反应速率通过(j / j(0))(N)表示,其中j(0)= 1 /sigmaωtauω是反应饱和度的密度和/或打开新反应通道的阈值σ和tau是弹性散射的横截面及其持续时间。计算结果导致高次谐波产生的频谱处于已知的平稳状态。多光子电离过程还需要确定动量累积tau(p)的持续时间,并且反应速率取决于其与tau(N omega)的一致性。该方法被推广到温度场上。它允许将第一类相变视为两个能级(气体和冷凝物)之间的辐射跃迁,并确定其阈值作为温度和潜热的函数;它预测了分配的潜热的特征排放。 MPP理论的第二个丰富领域是天体物理学,在其中他们可以解释恒星和星云爆发光谱的某些奇异之处:通过将能量泵入更高的频率,缩小谱线等,频谱的低频部分消失或被抑制。在真空回路上也可能产生高次谐波并成对产生。

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