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Research of the narrow-angle beam diffraction

机译:窄角光束衍射的研究

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The diffraction of narrow sharply focused beam propagating through the free space and nonlinear medium was studied. The validity of two approximated approaches for analysis of narrow beam diffraction was studied on the base of comparison with the solution of Kirchgof-Helmholtz diffraction. Both of these approaches is based on the particular solution of Helmholtz equation, which is corresponded with propagation of unidirectional wave. In the first of them attenuating waves are taken into account for the case where the spatial spectrum width is greater than the wave number. The second one is based on the neglect of contribution from attenuating waves. Also, validity of a parabolic wave equation for these situations was researched.
机译:研究了在自由空间和非线性介质中传播的窄尖锐聚焦光束的衍射。在与Kirchgof-Helmholtz衍射解进行比较的基础上,研究了两种近似方法对窄光束衍射分析的有效性。这两种方法都基于Helmholtz方程的特定解,该解对应于单向波的传播。首先,对于空间频谱宽度大于波数的情况,应考虑衰减波。第二个是基于对衰减波的贡献的忽略。此外,研究了抛物线波动方程在这些情况下的有效性。

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