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Solving the logarithmic Monge-Ampere equation with a RK4-Algorithm for Beam Shaping purposes of Femtosecond Laser Beams with Spatial Light Modulators

机译:用RK4-算法求解对数Monge-Ampere方程,以实现具有空间光调制器的飞秒激光束的光束整形

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We will demonstrate a Runge Kutta based algorithm for solving the Monge-Ampere-Problem. The method is utilizing its parabolic type. We will show the exact numerical solving method down to each step. The derived solution is used in the context of laser beam shaping to reshape any given input distribution to arbitrary output distributions free of any constraints other than diffraction, which includes a true black in said distribution. The presented algorithm will give the required phase which will be used to verify the solution theoretically via diffraction integral and practically via Spatial Light Modulator (SLM).
机译:我们将演示一种基于Runge Kutta的算法,用于解决Monge-Ampere-Problem问题。该方法正在利用其抛物线类型。我们将展示精确的数值求解方法,直到每一步。在激光束整形的情况下使用导出的解决方案将任何给定的输入分布重新整形为任意输出分布,而没有衍射以外的任何约束,在衍射中包括真黑。所提出的算法将给出所需的相位,该相位将用于理论上通过衍射积分以及实际上通过空间光调制器(SLM)验证解决方案。

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