Estimation of Relationship Between Aerosol Optical Depth, PM10 and Visibility in Separation of Synoptic Codes, As Important Parameters in Researches Connected to Aerosols; Using Genetic Algorithm in Yazd

Gholamali Mozafari
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引用次数: 3

Abstract

Aerosol Optical Depth (AOD) is closely related to PM10 (mass concentration of particulate matter with aero dynamical diameter less than 10 μm) and visibility; and all of these three parameters are so important and useful to studies connected to aerosols, troposphere dust, air pollution and atmospheric radiation budget. This study analyzed the mathematic relations between AOD, PM10 and visibility whit separation of 05, 06 and 07 synoptic conditions; whit using evolutional Genetic Algorithm. The area’s case study has been Yazd city as representative of central of Iran for 5 years (2011-2015). The aim of this analysis has been to reach relations that can estimate lack quantities of mentions data parameters from another existence data whit the least error. To attain these mathematic relations, liner regression equation and several kind of famous function has been comparison; which the Polynomial function selected as the best fitness function. The conclusion of this study was four function based on polynomial liner model with 95% confidence bounds that presented. These presented equations are for estimate AOD from PM10 and visibility quantities in general condition; and in 05, 06 and 07 synoptic codes separations.
气溶胶光学深度、PM10与能见度在天气码分离中的关系估算遗传算法在Yazd中的应用
气溶胶光学深度(AOD)与PM10(空气动力直径小于10 μm的颗粒物质量浓度)和能见度密切相关;这三个参数对于研究气溶胶、对流层尘埃、空气污染和大气辐射收支都是非常重要和有用的。本文分析了05、06、07年天气条件下AOD、PM10与能见度的数学关系;采用进化遗传算法。该地区的案例研究是亚兹德市作为伊朗中部的代表,为期5年(2011-2015)。这种分析的目的是达到一种关系,这种关系可以用最小的误差从另一个存在的数据中估计缺失数量的提及数据参数。为了得到这些数学关系,对线性回归方程与几种著名函数进行了比较;多项式函数选择其为最佳适应度函数。本研究的结论是基于多项式线性模型的四函数,并给出95%置信限。这些公式是在一般情况下由PM10和能见度估算AOD;并以05,06和07符编码分隔。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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