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河流BOD一级和二级衰减反应下氧垂公式的讨论
引用本文:王聪亮,胡龙兴.河流BOD一级和二级衰减反应下氧垂公式的讨论[J].上海大学学报(自然科学版),2000,6(4):329-332.
作者姓名:王聪亮  胡龙兴
作者单位:上海大学,环境与建筑工程学院,上海,200072
摘    要:BOD一级反应的氧垂公式呈现指数形式,通过求异,可准确求得其到达最小溶解氧浓度的时间,推导出二级反应的氧垂公式呈现指数积分形式,通过求异,利用牛顿法可近似求得其到达最小溶解氧浓度的时间,由实验原始数据分析出BOD一级反应和二级反应下的氧垂曲线基本相同,但它们的最小溶解浓度,最小溶解氧浓度出现的时间及趋向饱和的快慢不同,模型中的参数估计采用非线性最小二乘法。

关 键 词:BOD  氧垂  非线性最小二乘法  河流  水质污染
修稿时间:2000-01-07

Discussion on DO Sag Equations for First-order and Second-order BOD Decay in River
WANG Cong liang,HU Long xing.Discussion on DO Sag Equations for First-order and Second-order BOD Decay in River[J].Journal of Shanghai University(Natural Science),2000,6(4):329-332.
Authors:WANG Cong liang  HU Long xing
Abstract:The DO sag equation for first order BOD decay incorporates exponential function. By derivation, the time at which the minimum DO concentration occurs is calculated with great accuracy. It is derived that the DO sag equation for second order BOD decay incorporates exponential integral function. By derivation, the time at which the minimum DO concentration occurs is calculated approximately with Newton's method. Based on the original test data, it is derived that although the curves of first order and second order are similar, there are differences in the minimum DO concentrations, the time at which the minimum DO concentration occurs and the speed of approaching saturation. The parameters are estimated with non linear least square method.
Keywords:BOD  oxygen sag  non  linear least square method
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