Soda Satoshi O, Yamamura Shigeki, Zhou Hong, Ike Michihiko, Fujita Masanori
Department of Global Architecture, Osaka University, 2-1 Yamada-oka, Suita, Osaka 565-0871, Japan.
Biotechnol Bioeng. 2006 Mar 5;93(4):812-5. doi: 10.1002/bit.20646.
This study proposes a kinetic model that accounts for the toxicity of both arsenate and arsenite and characterizes the arsenate reduction ability of a dissimilatory arsenate-reducing bacterium, Bacillus sp. SF-1 as a bioremediation agent. The model results correlated well with a series of batch reduction experiments conducted anaerobically in serum bottles with initial arsenate concentrations of 360, 735, and 1,500 mg-As/L. The reduction rate was expressed by the Haldane equation that describes the inhibitory effect of high concentrations of arsenate. The reduction rate constant k(r), half saturation constant K(S), and inhibition constant K(I) were estimated respectively as 1.2 x 10(9) mg-As/cells/h, 1.5 x 10(2) mg-As/L, and 4.2 x 10(2) mg-As/L. Lethal effects of arsenite that is accumulated as the end-product of arsenate reduction were expressed by the first-order term with a lethal constant of 2.7 x 10(-4) L/mg-As/h. The yield for the bacterial cells by arsenate respiration was estimated at 4.0 x 10(8) cells/mg-As.
本研究提出了一种动力学模型,该模型考虑了砷酸盐和亚砷酸盐的毒性,并将异化砷酸盐还原菌芽孢杆菌SF-1作为生物修复剂的砷酸盐还原能力进行了表征。模型结果与在血清瓶中进行的一系列厌氧分批还原实验结果良好相关,这些实验的初始砷酸盐浓度分别为360、735和1500 mg-As/L。还原速率由描述高浓度砷酸盐抑制作用的Haldane方程表示。还原速率常数k(r)、半饱和常数K(S)和抑制常数K(I)分别估计为1.2×10(9) mg-As/细胞/h、1.5×10(2) mg-As/L和4.2×10(2) mg-As/L。作为砷酸盐还原终产物积累的亚砷酸盐的致死效应由一阶项表示,致死常数为2.7×10(-4) L/mg-As/h。通过砷酸盐呼吸产生的细菌细胞产量估计为4.0×10(8) 细胞/mg-As。