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Regularization Particle Inverse Algorithm of Dynamic Light Scattering Based on Genetic Algorithms

机译:基于遗传算法的动态光散射正则化粒子逆算法

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Tikhonov regularization is an effective way in particles size inversion of dynamic light scattering (DLS). Regularization parameter choice is the key in this approach. In order to obtain the optimal regularization parameter, according to the Morozov discrepancy principle, an regularization inversion method based on genetic algorithms (GA) is proposed. It optimizes the regularization parameter within the global region by genetic algorithms, does not require a priori particle size distribution (PSD) and doesn't also define the initial value of the regularization parameter. Computer simulations datum of particles were respectively inversed by this method. The results show that when the noise level is 0~0.001, results of unimodal distribution particles agree with the theory distribution, and double-peak feature of bimodal distribution particles is clear, maximum error of theirs inversion peak value is less than 6.67%. Therefore, regularization inversion method with GA technique has strong immunity of noises and is feasible in particles size inversion of DLS.
机译:Tikhonov正规是动态光散射(DLS)的粒子尺寸反转的有效方法。正则化参数选择是此方法中的键。为了获得最佳正则化参数,根据Morozov差异原理,提出了一种基于遗传算法(GA)的正则化反演方法。它通过遗传算法优化全局区域内的正则化参数,不需要先验粒度分布(PSD),并且还没有定义正则化参数的初始值。计算机模拟粒子的基准分别通过该方法反转。结果表明,当噪声水平为0〜0.001时,单峰分布粒子的结果与理论分布一致,双峰分布粒子的双峰特征是清晰的,其反转峰值的最大误差小于6.67%。因此,具有GA技术的正则化反转方法具有强大的噪声免疫力,并且在DLS的粒子尺寸反转中是可行的。

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