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KINETIC STUDIES ON THE CuO/γ-Al_2O_3 SORBENT REGENERATION BY METHANE - TOPOCHEMICAL APPROACH

机译:甲烷对CuO /γ-Al_2O_3吸附剂再生的动力学研究-拓扑化学方法

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CuO impregnated γ-Al_2O_3 support provides convenient adsorption and regeneration characteristics. These features give the potential to regard this chemisorption process as more effective, feasible and widely accepted than lime and limestone scrubbing in the removal of SO_2 from the outlet gases. Thermogravimetric tests on the regeneration of the CuO/γ-Al_2O_3 exhausted sorbent (first stage of the regeneration, CuSO_4 → Cu~0) with methane were conducted. Commercially available 1/8" γ-Al_2O_3 spheres, loaded with 5.8 wt % of Cu were investigated. The tests concerning the isothermal regeneration kinetics were performed at temperatures: T = 700, 727 and 750 K, while a 20 cm~3 min~(-1) flow of pure methane was used. To select the mechanism of the regeneration reaction, as well as to evaluate their kinetic parameters of the rate equations, the TGA data were compared with the series of theoretical topochemical kinetic models as advocated by Gardner, Hancock and Sharp's approach. The kinetic mechanism of the regeneration reaction in the initial stage of the process may be originally interpreted as the combination of both boundary-surface-controlled reaction (contracting sphere) and the first-order kinetics models. Various diffusion limited kinetic equations have proved useful for the description of the final stage of the process. Both proposed models (two kinetic and four diffusion ones) fit fairly well to the experimental data (in their limited validity ranges) obtained in all three temperature values studied.
机译:CuO浸渍的γ-Al_2O_3载体具有便利的吸附和再生特性。这些特征使人们有可能认为这种化学吸附过程比石灰和石灰石洗涤更有效,可行和广泛接受,可以从出口气体中去除SO_2。进行了热重分析,研究了甲烷对CuO /γ-Al_2O_3吸附剂的再生(再生的第一阶段,CuSO_4→Cu〜0)。研究了负载有5.8 wt%Cu的市售1/8“γ-Al_2O_3球。关于等温再生动力学的测试是在以下温度下进行的:T = 700、727和750 K,而温度为20 cm〜3 min〜 (-1)使用纯甲烷流,选择再生反应的机理,并评估速率方程的动力学参数,将TGA数据与Gardner提倡的一系列理论拓扑化学动力学模型进行比较,汉考克(Hancock)和夏普(Sharp)的方法。在过程的初始阶段,再生反应的动力学机理最初可以解释为界面控制反应(收缩球)和一阶动力学模型的结合。动力学方程被证明对过程的最后阶段的描述是有用的,两个提议的模型(两个动力学模型和四个扩散模型)都非常适合实验数据(在它们的极限条件下)效度范围)在所有研究的三个温度值中获得。

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