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Huygens-Fresnel-Kirchhoff wave-front diffraction formulation: paraxial and exact Gaussian laser beams

机译：惠更斯-菲涅耳-基尔霍夫波前衍射公式：近轴和精确的高斯激光束

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Hal G. Kraus;
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年度 1988
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1. Exact solution of Helmholtz equation for the case of non-paraxial Gaussian beams [J] . Sergey V. Ershkov Journal of King Saud University . 2015,第3期

机译：非傍轴高斯光束情况下Helmholtz方程的精确解
2. Polarisation singularities of non-paraxial Gaussian vortex beams diffracted by an annular aperture [J] . Liu Y., Pu J., Lü B. Journal of Modern Optics . 2011,第7a8期

机译：非近轴高斯涡旋光束被圆孔衍射的偏振奇点
3. Polarisation singularities of non-paraxial Gaussian vortex beams diffracted by an annular aperture [J] . Yongxin Liuab Jixiong Pub* amp, Baida LÃ¼a Journal of Modern Optics . 2011,第8期

机译：非近轴高斯涡旋光束被圆孔衍射的偏振奇异性
4. Gaussian scaling laws for diffraction: top-hat irradiance and Gaussian beam propagation through a paraxial optical train [C] . Sallie S. Townsend, United Technologies Research Ctr., East Hartford, Modeling and Simulation of Laser Systems II . 1991

机译：高斯衍射定律：高帽辐照度和高斯光束通过近轴光学系统传播
5. Diffraction of Gaussian laser beams by waveguide gratings. [D] . Kim, Sung Joon. 2000

机译：高斯激光束通过波导光栅的衍射。
6. Simulation and Experimental Study on Residual Stress Distribution in Titanium Alloy Treated by Laser Shock Peening with Flat-Top and Gaussian Laser Beams [O] . Xiang Li, Weifeng He, Sihai Luo, 2019

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7. Exact solution of Helmholtz equation for the case of non-paraxial Gaussian beams [O] . Sergey V. Ershkov 2015

机译：非傍轴高斯光束情形下亥姆霍兹方程的精确解

Huygens-Fresnel-Kirchhoff wave-front diffraction formulation: paraxial and exact Gaussian laser beams

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