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基于多尺度变换的动态光散射粒径反演范围的自适应调整
引用本文:王雅静, 申晋, 郑刚, 等. 基于多尺度变换的动态光散射粒径反演范围的自适应调整[J]. 强激光与粒子束, 2010, 22(12).
作者姓名:王雅静  申晋  郑刚  孙贤明  刘伟
作者单位:1.山东理工大学 电气与电子工程学院, 山东 淄博 255091 ;;2.上海理工大学 光学与电子信息工程学院, 上海 200093
基金项目:国家自然科学基金项目,上海市科委纳米专项基金项目
摘    要:通过多尺度变换实现了反演范围的自适应调整,使其更接近真实范围。分别采用反演范围固定算法与自适应算法对200~600 nm单峰和200~900 nm双峰分布颗粒的模拟相关函数进行了反演,结果表明:自适应算法的结果更接近理论分布,抗干扰能力更强。相对于固定算法,单峰分布颗粒最多可缩小峰值误差4.73%,缩小峰宽误差185 nm。双峰分布颗粒在0~0.001噪声水平时,峰值误差分别小于11.33%,12.45%,峰宽误差分别小于35,160 nm,而固定算法在噪声水平大于0.000 1时,难以得到合理的反演结果。反演范围自适应调整方法能够有效优化粒径反演结果。

关 键 词:动态光散射   反演范围   自适应调整   多尺度变换   正则化
收稿时间:1900-01-01;

Self-adaptive adjustment of inverse range of dynamic light scattering particle sizing based on multi-scale transform
wang yajing, shen jin, zheng gang, et al. Self-adaptive adjustment of inverse range of dynamic light scattering particle sizing based on multi-scale transform[J]. High Power Laser and Particle Beams, 2010, 22.
Authors:Wang Yajing  Shen Jin  Zheng Gang  Sun Xianming  Liu Wei
Affiliation:1. College of Electrical and Electronic Engineering,Shandong University of Technology,Zibo 255091,China;;2. College of Optics and Electronic Information Engineering,Shanghai University of Science and Technology,Shanghai 200093,China
Abstract:In dynamic light scattering particle sizing, the inverse range can be self-adapted closer to the true range by multi-scale transform. The simulative autocorrelation functions(ACFs) of unimodal size distribution particles of 200~600 nm and bimodal size distribution particles of 200~900 nm were inversed by the inverse range fixed and self-adaptive algorithms. Compared to the fixed algorithm, the self adaptive algorithm is more precise and noise-tolerant. For unimodal distribution particles, it can reduce peak value error by 4.73% and peak width error by 185 nm at most. For bimodal distribution particles, when the noise level is 0~0.001, its peak value errors are less than by 11.33%,by 12.45%, and its peak width errors are less than 35 nm,160 nm. While, the fixed algorithm cannot get reason
Keywords:inverse range  self-adaptive adjustment  multi-scale transform  regularization
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