贾晓东, 钱丰学, 他吴睿, 赵行, 王小强, 张娟娟. 激光在高速流场中的传输及衰减特性[J]. 红外与激光工程, 2023, 52(11): 2023015. DOI: 10.3788/IRLA20230150
引用本文: 贾晓东, 钱丰学, 他吴睿, 赵行, 王小强, 张娟娟. 激光在高速流场中的传输及衰减特性[J]. 红外与激光工程, 2023, 52(11): 2023015. DOI: 10.3788/IRLA20230150
Jia Xiaodong, Qian Fengxue, Ta Wurui, Zhao Hang, Wang Xiaoqiang, Zhang Juanjuan. Laser transmission and attenuation characteristics in high-speed flow field[J]. Infrared and Laser Engineering, 2023, 52(11): 2023015. DOI: 10.3788/IRLA20230150
Citation: Jia Xiaodong, Qian Fengxue, Ta Wurui, Zhao Hang, Wang Xiaoqiang, Zhang Juanjuan. Laser transmission and attenuation characteristics in high-speed flow field[J]. Infrared and Laser Engineering, 2023, 52(11): 2023015. DOI: 10.3788/IRLA20230150

激光在高速流场中的传输及衰减特性

Laser transmission and attenuation characteristics in high-speed flow field

  • 摘要: 基于Maxwell方程组构建了描述激光在大气中传播行为的理论模型,并通过求解得到了具有高斯分布特征的激光分布解析解;同时,基于流场控制方程计算了不同马赫数的流场分布特征;在此基础上,通过建立非线性折射率模型,考虑流场密度、温度、组分以及压力的影响,研究了各因素对激光折射率的影响规律;最后,基于激光电场分布特征、流场分布特征以及比尔定律,建立了描述激光在高速流场中的能量衰减模型,揭示了高速流场对激光折射和衰减的影响规律。

     

    Abstract:
      Objective  When a high-energy laser passes through the target airflow boundary layer, its optical path transmission path will change, and its energy density will also decay. It is the key to study the influence mechanism of the target gas boundary layer on the laser transmission performance for the application of laser as energy carrier in military field. The laser passing through the high-speed flow field to reach the target material is a nonlinear dynamic problem involving the coupling of electric fields, magnetic fields, temperature fields, and flow fields. In order to study the transmission and attenuation characteristics of laser, it is necessary to accurately describe and characterize the interaction between laser and flow field.
      Methods  Based on the classical electrodynamics theory, a theoretical model describing the laser propagation behavior in the atmosphere is constructed. At the same time, the flow field distribution characteristics of different Mach numbers are calculated based on the flow field governing equation. On this basis, considering the influence of flow field density, temperature, velocity and pressure, the nonlinear refractive index model is established, the influence of each factor on laser refractive index is studied. Finally, based on the laser transmission and attenuation characteristics, the influence of the gas boundary layer on the laser-to-target parameters is revealed.
      Results and Discussions   The radius of the laser spot gradually increases with the increase of transmission distance, which indicates that the flow field and glass have a divergent effect on the beam (Fig.2-4). Under the action of glass and flow field, the power to target is in good agreement with the experimental data. The electric field intensity decreases gradually with the increase of transmission distance, which indicates that the flow field and the glass have a weakening effect on the beam energy. The loss of laser transmission power is directly proportional to density and pressure, and inversely proportional to temperature (Fig.19). At the same Mach number, the influence of the flow field on the laser mainly comes from the refractive index of the flow field, which is closely related to the flow field density. The smaller the flow field density is, the greater the attenuation rate of the laser passing through the flow field is. The smaller the pressure in the flow field is, the thinner the air is, which affects the refractive index of the gas.
      Conclusions  The distribution characteristics of laser cross section always follow the middle electric field value to the maximum, and then gradually decrease to the surrounding, which shows that laser is a typical nonlinear light. Different Mach numbers correspond to different gas densities. From air to high-speed flow field, there will be a sudden change in gas density. Under the same transmission distance, the power at high Mach number is greater than that at low Mach number. When the Mach number is fixed, the corresponding power decreases approximately linearly with the increase of transmission distance.

     

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