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The generalized Lorenz-Mie scattering theory and algorithm of Gaussian beam

机译:高斯光束的广义Lorenz-Mie散射理论和算法

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This paper According to the local approximate solution and finite series expression to the beam coefficients presented by Gouesbet and otherwise, we put forword a comprehensive recursive continued fraction algorithm and modify the defect of the existing algorithm, three key functions in scattering light intensity are recursively operated respectively, Mie scattering coefficient is obtained by using backward-recursive continued fraction algorithm, the highest recursive term is created automatically by computer and data fitting, the operation of angle function is carried out with Time forward-recurrence method, the beam coefficients equal to the local approximate solution and finite series expression, the relationship between scattering light intensity, gridling radius, particle size parameterer, relative refractive index and scattering angle is simulated based on MATLAB program and numerical calculation.
机译:本文根据Gouesbet等人提出的光束系数的局部近似解和有限级表达式,提出了一种综合递归连续分数算法,并修正了现有算法的缺陷,对散射光强度的三个关键函数进行了递归运算。分别使用后向递归连续分数算法获得Mie散射系数,通过计算机和数据拟合自动创建最高递归项,使用时间前向递归方法进行角度函数运算,射束系数等于利用MATLAB程序和数值计算方法,通过局部近似解和有限级数表达式,散射光强度,网格半径,粒度参数,相对折射率和散射角之间的关系得到了模拟。

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