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Iron Filings as PRB Media Binary Regression Analysis of Remediation of Chromium-Contaminated Groundwater

机译:铁归员作为PRB媒体二元回归分析铬污染地下水的修复

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Regarding the iron filing as PRB padding media, this experiment researched the repair effect of iron filing to the groundwater polluted by Cr~(+6) on condition that different initial concentration of Cr~(6+) and different flow velocity, and then with the help of the data regression analysis software SPSS, 1stOpt, Excel etc, it studied the regression analysis of Cr~(6+) removal rate with binary linear and binary nonlinear of the initial concentration and the flow velocity. The results indicated that: the change process of Cr~(6+) removal rate with initial concentration and flow velocity can adopt regression model analysis of binary linear and binary nonlinear, and in this test, the decision coefficient of the regression model of binary linear(0.825) was smaller than the decision coefficient R2 of binary nonlinear(0.955), which illustrated, comparing with the regression model of binary linear, the one of binary nonlinear z=(pl+p3*x+p5*Ln(y)+p7*x^2+p9*(Ln(y))^2+pll*x *Ln(y))/(1+p2*x+p4*Ln(y)+p6*x^2+p8*(Ln(y))^2+pl0*x*Ln(y)) can simulate the change trend of Cr~(6+) removal rate with initial concentration and flow velocity better.
机译:关于铁屑作为PRB填充介质,该实验中研究了铁提交到被Cr〜(6)的条件下污染地下水的Cr〜的不同的初始浓度(6+)和不同流速的修复效果,然后用数据回归分析软件SPSS,1stOpt时,Excel等的帮助下,它研究的Cr〜(6+)去除率随二进制线性和初始浓度的二进制非线性和流速的回归分析。结果表明:铬〜(6+)去除速率与初始浓度的变化过程和流动速度可以采用二进制线性和非线性二进制的回归模型分析,并且在该试验中,二进制线性回归模型的决定系数(0.825)比决定的系数二进制非线性的R2(0.955),其示出,与二进制线性回归模型进行比较时,二进制非线性Z =(PL + P3 * X + P5 * LN(y的一个)+ P7 * X ^ 2 + P9 *(LN(Y))^ 2 + PLL * X * LN(Y))/(1 + P 2 * X + P4 * LN(Y)+ P6 * X ^ 2 + P8 *( LN(Y))^ 2 + PL0 * X * LN(Y))可以模拟的Cr〜(6+)去除速率与初始浓度的变化趋势以及更好的流速。

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